library(dplyr)
##
## Attaching package: 'dplyr'
## The following objects are masked from 'package:stats':
##
## filter, lag
## The following objects are masked from 'package:base':
##
## intersect, setdiff, setequal, union
library(tidyr)
library(stringr)
library(reactable)
library(readr)
library(tidyverse)
## -- Attaching packages --------------------------------------- tidyverse 1.3.1 --
## v ggplot2 3.3.5 v purrr 0.3.4
## v tibble 3.1.4 v forcats 0.5.1
## -- Conflicts ------------------------------------------ tidyverse_conflicts() --
## x dplyr::filter() masks stats::filter()
## x dplyr::lag() masks stats::lag()
library(pracma)
##
## Attaching package: 'pracma'
## The following object is masked from 'package:purrr':
##
## cross
library(matrixcalc)
library(summarytools)
##
## Attaching package: 'summarytools'
## The following object is masked from 'package:tibble':
##
## view
library(kableExtra)
##
## Attaching package: 'kableExtra'
## The following object is masked from 'package:dplyr':
##
## group_rows
library(stats)
library(GGally)
## Registered S3 method overwritten by 'GGally':
## method from
## +.gg ggplot2
library(Rmisc)
## Loading required package: lattice
## Loading required package: plyr
## ------------------------------------------------------------------------------
## You have loaded plyr after dplyr - this is likely to cause problems.
## If you need functions from both plyr and dplyr, please load plyr first, then dplyr:
## library(plyr); library(dplyr)
## ------------------------------------------------------------------------------
##
## Attaching package: 'plyr'
## The following object is masked from 'package:purrr':
##
## compact
## The following objects are masked from 'package:dplyr':
##
## arrange, count, desc, failwith, id, mutate, rename, summarise,
## summarize
library(corrplot)
## corrplot 0.90 loaded
train1<-read.csv("https://raw.githubusercontent.com/maliat-hossain/DATA-605/main/train%20(1).csv")
test1<-read.csv("https://raw.githubusercontent.com/maliat-hossain/DATA-605/main/test%20(1).csv")
descr(train1,
headings = FALSE, #remove headings
stats = "common",# most common descriptive statistics, default is all
transpose = TRUE #allows for better display due to large amount of variables
) %>%
kable_styling(bootstrap_options = c("striped", "hover", "condensed"))
## Warning in if (!kable_format %in% c("html", "latex")) {: the condition has
## length > 1 and only the first element will be used
## Warning in kable_styling(., bootstrap_options = c("striped", "hover",
## "condensed")): Please specify format in kable. kableExtra can customize either
## HTML or LaTeX outputs. See https://haozhu233.github.io/kableExtra/ for details.
## Non-numerical variable(s) ignored: MSZoning, Street, Alley, LotShape, LandContour, Utilities, LotConfig, LandSlope, Neighborhood, Condition1, Condition2, BldgType, HouseStyle, RoofStyle, RoofMatl, Exterior1st, Exterior2nd, MasVnrType, ExterQual, ExterCond, Foundation, BsmtQual, BsmtCond, BsmtExposure, BsmtFinType1, BsmtFinType2, Heating, HeatingQC, CentralAir, Electrical, KitchenQual, Functional, FireplaceQu, GarageType, GarageFinish, GarageQual, GarageCond, PavedDrive, PoolQC, Fence, MiscFeature, SaleType, SaleCondition
##
## Mean Std.Dev Min Median Max N.Valid Pct.Valid
## ------------------- ----------- ---------- ---------- ----------- ----------- --------- -----------
## BedroomAbvGr 2.87 0.82 0.00 3.00 8.00 1460.00 100.00
## BsmtFinSF1 443.64 456.10 0.00 383.50 5644.00 1460.00 100.00
## BsmtFinSF2 46.55 161.32 0.00 0.00 1474.00 1460.00 100.00
## BsmtFullBath 0.43 0.52 0.00 0.00 3.00 1460.00 100.00
## BsmtHalfBath 0.06 0.24 0.00 0.00 2.00 1460.00 100.00
## BsmtUnfSF 567.24 441.87 0.00 477.50 2336.00 1460.00 100.00
## EnclosedPorch 21.95 61.12 0.00 0.00 552.00 1460.00 100.00
## Fireplaces 0.61 0.64 0.00 1.00 3.00 1460.00 100.00
## FullBath 1.57 0.55 0.00 2.00 3.00 1460.00 100.00
## GarageArea 472.98 213.80 0.00 480.00 1418.00 1460.00 100.00
## GarageCars 1.77 0.75 0.00 2.00 4.00 1460.00 100.00
## GarageYrBlt 1978.51 24.69 1900.00 1980.00 2010.00 1379.00 94.45
## GrLivArea 1515.46 525.48 334.00 1464.00 5642.00 1460.00 100.00
## HalfBath 0.38 0.50 0.00 0.00 2.00 1460.00 100.00
## Id 730.50 421.61 1.00 730.50 1460.00 1460.00 100.00
## KitchenAbvGr 1.05 0.22 0.00 1.00 3.00 1460.00 100.00
## LotArea 10516.83 9981.26 1300.00 9478.50 215245.00 1460.00 100.00
## LotFrontage 70.05 24.28 21.00 69.00 313.00 1201.00 82.26
## LowQualFinSF 5.84 48.62 0.00 0.00 572.00 1460.00 100.00
## MasVnrArea 103.69 181.07 0.00 0.00 1600.00 1452.00 99.45
## MiscVal 43.49 496.12 0.00 0.00 15500.00 1460.00 100.00
## MoSold 6.32 2.70 1.00 6.00 12.00 1460.00 100.00
## MSSubClass 56.90 42.30 20.00 50.00 190.00 1460.00 100.00
## OpenPorchSF 46.66 66.26 0.00 25.00 547.00 1460.00 100.00
## OverallCond 5.58 1.11 1.00 5.00 9.00 1460.00 100.00
## OverallQual 6.10 1.38 1.00 6.00 10.00 1460.00 100.00
## PoolArea 2.76 40.18 0.00 0.00 738.00 1460.00 100.00
## SalePrice 180921.20 79442.50 34900.00 163000.00 755000.00 1460.00 100.00
## ScreenPorch 15.06 55.76 0.00 0.00 480.00 1460.00 100.00
## TotalBsmtSF 1057.43 438.71 0.00 991.50 6110.00 1460.00 100.00
## TotRmsAbvGrd 6.52 1.63 2.00 6.00 14.00 1460.00 100.00
## WoodDeckSF 94.24 125.34 0.00 0.00 857.00 1460.00 100.00
## X1stFlrSF 1162.63 386.59 334.00 1087.00 4692.00 1460.00 100.00
## X2ndFlrSF 346.99 436.53 0.00 0.00 2065.00 1460.00 100.00
## X3SsnPorch 3.41 29.32 0.00 0.00 508.00 1460.00 100.00
## YearBuilt 1971.27 30.20 1872.00 1973.00 2010.00 1460.00 100.00
## YearRemodAdd 1984.87 20.65 1950.00 1994.00 2010.00 1460.00 100.00
## YrSold 2007.82 1.33 2006.00 2008.00 2010.00 1460.00 100.00
ggpairs(train1,
columns = c('SalePrice','FullBath', 'YearBuilt', 'EnclosedPorch'),
aes(alpha = 0.5),
lower = list(continuous = "smooth"))
quant_vars <- train1 %>%
select(c(5,18,81))
corr_mtrx <- cor(quant_vars) %>%
as.matrix()
corr_mtrx
## LotArea OverallQual SalePrice
## LotArea 1.0000000 0.1058057 0.2638434
## OverallQual 0.1058057 1.0000000 0.7909816
## SalePrice 0.2638434 0.7909816 1.0000000
library(corrplot)
corrplot(corr_mtrx)
cor.test(quant_vars$LotArea, quant_vars$SalePrice, conf.level = 0.8)
##
## Pearson's product-moment correlation
##
## data: quant_vars$LotArea and quant_vars$SalePrice
## t = 10.445, df = 1458, p-value < 2.2e-16
## alternative hypothesis: true correlation is not equal to 0
## 80 percent confidence interval:
## 0.2323391 0.2947946
## sample estimates:
## cor
## 0.2638434
cor.test(quant_vars$OverallQual, quant_vars$SalePrice, conf.level = 0.8)
##
## Pearson's product-moment correlation
##
## data: quant_vars$OverallQual and quant_vars$SalePrice
## t = 49.364, df = 1458, p-value < 2.2e-16
## alternative hypothesis: true correlation is not equal to 0
## 80 percent confidence interval:
## 0.7780752 0.8032204
## sample estimates:
## cor
## 0.7909816
cor.test(quant_vars$OverallQual, quant_vars$LotArea, conf.level = 0.8)
##
## Pearson's product-moment correlation
##
## data: quant_vars$OverallQual and quant_vars$LotArea
## t = 4.0629, df = 1458, p-value = 5.106e-05
## alternative hypothesis: true correlation is not equal to 0
## 80 percent confidence interval:
## 0.07250156 0.13887424
## sample estimates:
## cor
## 0.1058057
precision_mtrx <- inv(corr_mtrx)
precision_mtrx
## LotArea OverallQual SalePrice
## LotArea 1.1085153 0.3046752 -0.5334669
## OverallQual 0.3046752 2.7550503 -2.2595806
## SalePrice -0.5334669 -2.2595806 2.9280384
corr_precision <- (corr_mtrx%*%precision_mtrx)
corr_precision
## LotArea OverallQual SalePrice
## LotArea 1 0 0.000000e+00
## OverallQual 0 1 -4.440892e-16
## SalePrice 0 0 1.000000e+00
precision_corr <- (precision_mtrx%*%corr_mtrx)
precision_corr
## LotArea OverallQual SalePrice
## LotArea 1.000000e+00 5.551115e-17 1.110223e-16
## OverallQual -2.220446e-16 1.000000e+00 -4.440892e-16
## SalePrice 1.110223e-16 0.000000e+00 1.000000e+00
decompsit_corr <- lu.decomposition(corr_mtrx)
decompsit_corr
## $L
## [,1] [,2] [,3]
## [1,] 1.0000000 0.0000000 0
## [2,] 0.1058057 1.0000000 0
## [3,] 0.2638434 0.7717046 1
##
## $U
## [,1] [,2] [,3]
## [1,] 1 0.1058057 0.2638434
## [2,] 0 0.9888051 0.7630655
## [3,] 0 0.0000000 0.3415256
decomp_precision <- lu.decomposition(precision_mtrx)
decomp_precision
## $L
## [,1] [,2] [,3]
## [1,] 1.0000000 0.0000000 0
## [2,] 0.2748498 1.0000000 0
## [3,] -0.4812445 -0.7909816 1
##
## $U
## [,1] [,2] [,3]
## [1,] 1.108515 0.3046752 -0.5334669
## [2,] 0.000000 2.6713104 -2.1129574
## [3,] 0.000000 0.0000000 1.0000000
decomp_corr_precision <- lu.decomposition(corr_precision)
decomp_corr_precision
## $L
## [,1] [,2] [,3]
## [1,] 1 0 0
## [2,] 0 1 0
## [3,] 0 0 1
##
## $U
## [,1] [,2] [,3]
## [1,] 1 0 0.000000e+00
## [2,] 0 1 -4.440892e-16
## [3,] 0 0 1.000000e+00
decomp_precision_corr <- lu.decomposition(precision_corr)
decomp_precision_corr
## $L
## [,1] [,2] [,3]
## [1,] 1.000000e+00 0.000000e+00 0
## [2,] -2.220446e-16 1.000000e+00 0
## [3,] 1.110223e-16 -6.162976e-33 1
##
## $U
## [,1] [,2] [,3]
## [1,] 1 5.551115e-17 1.110223e-16
## [2,] 0 1.000000e+00 -4.440892e-16
## [3,] 0 0.000000e+00 1.000000e+00
library(MASS)
##
## Attaching package: 'MASS'
## The following object is masked from 'package:dplyr':
##
## select
fitm <- fitdistr(train1$SalePrice, "exponential")
fitm
## rate
## 5.527268e-06
## (1.446552e-07)
lambda = fitm$estimate
lambda
## rate
## 5.527268e-06
optimalvalue = rexp(1000, lambda)
head(optimalvalue,10)
## [1] 222317.47 343147.97 10386.09 24746.45 181842.15 102327.36 240760.27
## [8] 362201.70 100205.03 208214.78
optimalvaluedf <- as.data.frame(optimalvalue)
ggplot(train1, aes(x=SalePrice)) +
geom_histogram(aes(y=..density..), colour="blue", fill="green")+
geom_density(alpha=.2, fill="#FF6666")+
labs(title="Housing Price Distibution Histogram",x="Price", y = "Density")
## `stat_bin()` using `bins = 30`. Pick better value with `binwidth`.
ggplot(optimalvaluedf, aes(x=optimalvalue)) +
geom_histogram(aes(y=..density..), colour="blue", fill="white")+
geom_density(alpha=.2, fill="#9f00e6")+
labs(title="Optimal Value Distribution Histogram",x="Optimal Value", y = "Density")
## `stat_bin()` using `bins = 30`. Pick better value with `binwidth`.
#5th percentile
qexp(0.05, rate = lambda)
## [1] 9280.044
#95th percentile
qexp(0.95, rate = lambda)
## [1] 541991.5
CI(train1$SalePrice, ci=0.95)
## upper mean lower
## 184999.6 180921.2 176842.8
quantile(train1$SalePrice, 0.05)
## 5%
## 88000
quantile(train1$SalePrice, 0.95)
## 95%
## 326100
trainnum <- num_cols <- unlist(lapply(train1, is.numeric)) #only the numeric columns
trainnum_df <- train1[, trainnum] #transforming into a dataframe
trainnum_df <- trainnum_df[,2:38] #removing ID#
trainnum_df[complete.cases(trainnum_df), ] #remove NAs
## MSSubClass LotFrontage LotArea OverallQual OverallCond YearBuilt
## 1 60 65 8450 7 5 2003
## 2 20 80 9600 6 8 1976
## 3 60 68 11250 7 5 2001
## 4 70 60 9550 7 5 1915
## 5 60 84 14260 8 5 2000
## 6 50 85 14115 5 5 1993
## 7 20 75 10084 8 5 2004
## 9 50 51 6120 7 5 1931
## 10 190 50 7420 5 6 1939
## 11 20 70 11200 5 5 1965
## 12 60 85 11924 9 5 2005
## 14 20 91 10652 7 5 2006
## 16 45 51 6120 7 8 1929
## 18 90 72 10791 4 5 1967
## 19 20 66 13695 5 5 2004
## 20 20 70 7560 5 6 1958
## 21 60 101 14215 8 5 2005
## 22 45 57 7449 7 7 1930
## 23 20 75 9742 8 5 2002
## 24 120 44 4224 5 7 1976
## 26 20 110 14230 8 5 2007
## 27 20 60 7200 5 7 1951
## 28 20 98 11478 8 5 2007
## 29 20 47 16321 5 6 1957
## 30 30 60 6324 4 6 1927
## 31 70 50 8500 4 4 1920
## 33 20 85 11049 8 5 2007
## 34 20 70 10552 5 5 1959
## 35 120 60 7313 9 5 2005
## 36 60 108 13418 8 5 2004
## 37 20 112 10859 5 5 1994
## 38 20 74 8532 5 6 1954
## 39 20 68 7922 5 7 1953
## 41 20 84 8658 6 5 1965
## 42 20 115 16905 5 6 1959
## 45 20 70 7945 5 6 1959
## 46 120 61 7658 9 5 2005
## 47 50 48 12822 7 5 2003
## 48 20 84 11096 8 5 2006
## 50 20 66 7742 5 7 1966
## 52 50 52 6240 6 6 1934
## 53 90 110 8472 5 5 1963
## 54 20 68 50271 9 5 1981
## 55 80 60 7134 5 5 1955
## 56 20 100 10175 6 5 1964
## 57 160 24 2645 8 5 1999
## 58 60 89 11645 7 5 2004
## 59 60 66 13682 10 5 2006
## 60 20 60 7200 5 7 1972
## 61 20 63 13072 6 5 2004
## 62 75 60 7200 5 7 1920
## 63 120 44 6442 8 5 2006
## 64 70 50 10300 7 6 1921
## 66 60 76 9591 8 5 2004
## 68 20 72 10665 7 5 2003
## 69 30 47 4608 4 6 1945
## 70 50 81 15593 7 4 1953
## 71 20 95 13651 7 6 1973
## 72 20 69 7599 4 6 1982
## 73 60 74 10141 7 5 1998
## 74 20 85 10200 5 7 1954
## 75 50 60 5790 3 6 1915
## 76 180 21 1596 4 5 1973
## 78 50 50 8635 5 5 1948
## 80 50 60 10440 5 6 1910
## 81 60 100 13000 6 6 1968
## 82 120 32 4500 6 5 1998
## 83 20 78 10206 8 5 2007
## 84 20 80 8892 5 5 1960
## 86 60 121 16059 8 5 1991
## 87 60 122 11911 6 5 2005
## 88 160 40 3951 6 5 2009
## 91 20 60 7200 4 5 1950
## 92 20 85 8500 5 3 1961
## 93 30 80 13360 5 7 1921
## 94 190 60 7200 6 6 1910
## 95 60 69 9337 6 5 1997
## 97 20 78 10264 7 5 1999
## 98 20 73 10921 4 5 1965
## 99 30 85 10625 5 5 1920
## 102 60 77 9206 6 5 1985
## 103 90 64 7018 5 5 1979
## 104 20 94 10402 7 5 2009
## 106 60 75 9375 8 5 2003
## 107 30 60 10800 4 7 1885
## 108 20 50 6000 5 5 1948
## 110 20 105 11751 6 6 1977
## 111 50 75 9525 6 4 1954
## 113 60 77 9965 7 5 2007
## 115 70 61 7259 6 8 1945
## 116 160 34 3230 6 5 1999
## 118 20 74 8536 5 5 2006
## 119 60 90 12376 7 5 1990
## 120 60 65 8461 6 5 2005
## 122 50 50 6060 4 5 1939
## 123 20 75 9464 6 7 1958
## 124 120 55 7892 6 5 1993
## 125 20 48 17043 6 5 1979
## 129 60 69 7590 6 5 1966
## 130 20 69 8973 5 7 1958
## 131 60 88 14200 7 6 1966
## 133 20 75 7388 5 6 1959
## 135 20 78 10335 5 6 1968
## 136 20 80 10400 7 6 1970
## 138 90 82 11070 7 5 1988
## 139 60 73 9066 8 5 1999
## 140 60 65 15426 6 5 1997
## 142 20 78 11645 7 5 2005
## 143 50 71 8520 5 4 1952
## 144 20 78 10335 7 5 1999
## 145 90 70 9100 5 5 1963
## 146 160 24 2522 6 5 2004
## 147 30 51 6120 5 7 1931
## 151 20 120 10356 5 6 1975
## 152 20 107 13891 8 5 2007
## 155 30 84 11340 6 5 1923
## 157 20 60 7200 5 7 1950
## 158 60 92 12003 8 5 2009
## 159 60 100 12552 7 5 2004
## 160 60 134 19378 7 5 2005
## 162 60 110 13688 9 5 2003
## 163 20 95 12182 7 5 2005
## 165 40 40 5400 6 7 1926
## 168 60 86 10562 8 5 2007
## 169 60 62 8244 7 5 2004
## 172 20 141 31770 6 5 1960
## 173 160 44 5306 7 7 1987
## 174 20 80 10197 6 5 1961
## 175 20 47 12416 6 5 1986
## 176 20 84 12615 6 7 1950
## 177 60 97 10029 6 5 1988
## 179 20 63 17423 9 5 2008
## 180 30 60 8520 5 6 1923
## 182 70 54 7588 7 6 1920
## 183 20 60 9060 5 6 1957
## 184 50 63 11426 7 5 2003
## 185 50 92 7438 5 8 1908
## 186 75 90 22950 10 9 1892
## 188 50 60 10410 5 7 1916
## 189 90 64 7018 5 5 1979
## 190 120 41 4923 8 5 2001
## 191 70 70 10570 8 8 1932
## 193 20 68 9017 7 5 1999
## 194 160 24 2522 7 5 2004
## 195 20 60 7180 5 7 1972
## 196 160 24 2280 6 6 1976
## 197 20 79 9416 7 5 2007
## 198 75 174 25419 8 4 1918
## 200 20 76 9591 8 5 2004
## 201 20 80 8546 4 5 2003
## 202 20 75 10125 6 6 1977
## 203 50 50 7000 6 6 1924
## 205 50 50 3500 5 7 1947
## 206 20 99 11851 7 5 1990
## 207 20 40 13673 5 5 1962
## 210 20 75 8250 6 7 1964
## 212 20 83 10420 6 5 2009
## 213 60 72 8640 7 5 2009
## 214 20 43 13568 5 5 1995
## 216 20 72 10011 5 6 1957
## 217 20 65 8450 7 5 2004
## 218 70 57 9906 4 4 1925
## 220 120 43 3010 7 5 2005
## 221 20 73 8990 7 5 2006
## 223 60 85 11475 6 6 1975
## 224 20 70 10500 4 6 1971
## 225 20 103 13472 10 5 2003
## 226 160 21 1680 5 5 1971
## 227 60 82 9950 7 5 1995
## 228 160 21 1869 6 6 1970
## 229 20 70 8521 5 5 1967
## 230 120 43 3182 7 5 2005
## 231 20 73 8760 6 6 1959
## 232 60 174 15138 8 5 1995
## 233 160 21 1680 6 5 1972
## 234 20 75 10650 5 6 1976
## 236 160 21 1680 6 3 1971
## 237 20 65 8773 7 5 2004
## 239 20 93 12030 8 5 2007
## 240 50 52 8741 6 4 1945
## 241 20 75 9000 8 5 2008
## 243 50 63 5000 5 4 1900
## 244 160 75 10762 6 6 1980
## 246 20 80 10400 7 5 1988
## 247 190 69 9142 6 8 1910
## 248 20 75 11310 6 5 1954
## 249 60 72 11317 7 5 2003
## 252 120 44 4750 8 5 2006
## 253 60 65 8366 6 5 2004
## 254 80 85 9350 6 7 1964
## 255 20 70 8400 5 6 1957
## 256 60 66 8738 7 5 1999
## 257 60 64 8791 6 5 2003
## 258 20 68 8814 7 5 2006
## 259 60 80 12435 7 5 2001
## 260 20 70 12702 5 5 1956
## 261 80 120 19296 6 5 1962
## 262 60 69 9588 8 5 2007
## 263 80 88 8471 6 7 1977
## 264 50 50 5500 5 7 1929
## 265 30 30 5232 5 5 1925
## 266 20 78 12090 6 6 1981
## 267 60 70 11207 6 5 1997
## 268 75 60 8400 5 8 1939
## 269 30 71 6900 5 6 1940
## 271 60 84 10728 8 5 2006
## 272 20 73 39104 7 7 1954
## 273 60 92 11764 8 7 1999
## 274 20 80 9600 6 6 1958
## 275 20 76 8314 5 7 1982
## 276 50 55 7264 7 7 1925
## 277 20 129 9196 7 5 2003
## 278 20 140 19138 4 5 1951
## 279 20 107 14450 9 5 2006
## 280 60 83 10005 7 5 1977
## 281 60 82 11287 7 6 1989
## 282 20 60 7200 6 5 2006
## 283 120 34 5063 7 5 2007
## 284 20 74 9612 8 5 2008
## 285 120 50 8012 6 5 1992
## 286 160 35 4251 7 5 2006
## 287 50 77 9786 6 7 1962
## 290 70 60 8730 6 7 1915
## 291 60 120 15611 8 5 2006
## 293 50 60 11409 5 4 1949
## 295 20 80 9600 6 5 1953
## 296 80 37 7937 6 6 1984
## 297 50 75 13710 5 5 1950
## 298 60 66 7399 7 5 1997
## 299 60 90 11700 6 6 1968
## 300 20 80 14000 6 8 1950
## 301 190 90 15750 5 5 1953
## 302 60 66 16226 8 5 1998
## 303 20 118 13704 7 5 2001
## 304 20 70 9800 5 7 1972
## 305 75 87 18386 7 9 1880
## 306 20 80 10386 8 5 2004
## 307 60 116 13474 7 5 1990
## 310 20 90 12378 9 5 2003
## 312 20 50 8000 6 6 1948
## 313 190 65 7800 5 7 1939
## 314 20 150 215245 7 5 1965
## 315 70 60 9600 7 7 1925
## 316 60 71 7795 7 5 2004
## 317 60 94 13005 7 7 1980
## 318 60 75 9000 8 5 2006
## 319 60 90 9900 7 5 1993
## 321 60 111 16259 9 5 2006
## 322 60 99 12099 8 5 2004
## 323 60 86 10380 7 5 1986
## 324 20 49 5820 3 8 1955
## 325 80 96 11275 7 7 1967
## 326 45 50 5000 5 6 1941
## 327 120 32 10846 8 5 1993
## 328 20 80 11600 6 5 1960
## 330 70 60 6402 5 5 1920
## 332 20 70 8176 5 6 1958
## 333 20 85 10655 8 5 2003
## 334 120 59 8198 7 5 2004
## 335 60 59 9042 6 5 1998
## 337 20 86 14157 9 5 2005
## 338 20 70 9135 7 5 2002
## 339 20 91 14145 7 7 1984
## 340 20 66 12400 6 7 1958
## 341 60 85 14191 8 5 2002
## 342 20 60 8400 4 4 1950
## 344 120 63 8849 9 5 2005
## 345 160 36 2592 5 3 1976
## 346 50 65 6435 6 5 1939
## 349 160 36 2448 7 5 2003
## 350 60 56 20431 9 5 2005
## 351 120 68 7820 9 5 2007
## 353 50 60 9084 5 6 1941
## 354 30 60 8520 6 8 1928
## 355 50 60 8400 6 5 1940
## 356 20 105 11249 6 5 1995
## 358 120 44 4224 5 5 1976
## 359 80 92 6930 5 4 1958
## 360 60 78 12011 8 5 1998
## 363 85 64 7301 7 5 2003
## 364 160 21 1680 6 8 1972
## 366 70 59 10690 5 7 1920
## 368 80 101 9150 6 5 1962
## 369 20 78 7800 5 6 1954
## 372 50 80 17120 4 4 1959
## 373 120 50 7175 6 5 1984
## 374 20 79 10634 5 6 1953
## 375 60 65 8200 7 5 2003
## 377 85 57 8846 5 5 1996
## 378 60 102 11143 8 5 2004
## 379 20 88 11394 9 2 2010
## 380 60 60 8123 6 5 2000
## 381 50 50 5000 5 6 1924
## 382 20 60 7200 7 5 2006
## 383 60 79 9245 7 5 2006
## 384 45 60 9000 6 3 1928
## 386 120 43 3182 8 5 2004
## 388 80 72 7200 6 6 1976
## 389 20 93 9382 7 5 1999
## 390 60 96 12474 10 5 2007
## 391 50 50 8405 5 8 1900
## 392 60 71 12209 6 5 2001
## 395 50 60 10134 5 6 1940
## 396 20 68 9571 5 6 1956
## 397 20 60 7200 5 5 1972
## 398 60 69 7590 5 5 1962
## 399 30 60 8967 5 2 1920
## 400 60 65 8125 7 5 2006
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## 404 60 93 12090 8 5 1998
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## 408 70 63 15576 6 7 1915
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## 411 20 68 9571 5 3 1958
## 412 190 100 34650 5 5 1955
## 414 30 56 8960 5 6 1927
## 415 60 59 11228 7 5 1993
## 416 20 73 8899 7 5 2007
## 417 60 74 7844 6 7 1978
## 418 70 86 22420 6 6 1918
## 419 50 60 8160 5 6 1940
## 420 20 65 8450 5 6 1968
## 421 90 78 7060 7 5 1997
## 423 20 100 21750 5 5 1954
## 424 60 80 9200 8 5 1998
## 425 20 72 9000 6 5 1956
## 426 60 60 3378 7 8 1946
## 428 20 77 8593 4 6 1957
## 429 20 64 6762 7 5 2007
## 430 20 130 11457 6 5 1988
## 431 160 21 1680 6 5 1971
## 433 160 24 1920 5 5 1971
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## 1345 60 85 11103 7 5 2006
## 1346 30 50 6000 4 4 1920
## 1348 20 93 15306 8 5 2006
## 1351 90 91 11643 5 5 1969
## 1352 60 70 9247 6 6 1962
## 1353 50 50 6000 6 9 1937
## 1354 50 56 14720 8 5 1995
## 1356 80 102 10192 7 6 1968
## 1360 20 129 16737 9 5 2004
## 1361 70 51 9842 5 6 1921
## 1362 20 124 16158 7 5 2005
## 1364 60 73 8499 6 5 2006
## 1365 160 30 3180 7 5 2005
## 1367 60 68 9179 7 5 1999
## 1368 160 41 2665 5 6 1977
## 1370 20 48 10635 8 5 2003
## 1371 50 90 5400 4 6 1920
## 1372 80 80 9600 6 6 1955
## 1373 60 75 9750 7 6 1998
## 1375 60 85 10625 7 5 2005
## 1376 20 89 10991 8 5 2007
## 1377 30 52 6292 6 5 1930
## 1378 50 60 10998 5 5 1941
## 1379 160 21 1953 6 5 1973
## 1380 80 73 9735 5 5 2006
## 1381 30 45 8212 3 3 1914
## 1383 70 60 7200 7 7 1920
## 1385 50 60 9060 6 5 1939
## 1386 50 40 5436 4 8 1922
## 1387 60 80 16692 7 5 1978
## 1388 50 60 8520 6 7 1916
## 1389 20 42 14892 9 5 2006
## 1390 50 60 6000 6 6 1941
## 1391 20 70 9100 7 5 2000
## 1392 90 65 8944 5 5 1967
## 1393 85 68 7838 5 5 1967
## 1394 190 60 10800 6 7 1905
## 1395 120 53 4045 7 5 2006
## 1396 60 88 12665 8 5 2005
## 1398 70 51 6120 5 8 1920
## 1399 50 60 7200 5 4 1950
## 1400 50 51 6171 6 6 1925
## 1401 50 50 6000 6 7 1929
## 1402 60 62 7415 6 5 2004
## 1403 20 64 6762 7 5 2006
## 1404 20 49 15256 8 5 2007
## 1405 50 60 10410 3 4 1915
## 1406 120 44 3842 8 5 2004
## 1407 85 70 8445 5 7 1972
## 1409 70 60 7740 4 7 1910
## 1410 60 46 20544 7 6 1986
## 1411 60 79 12420 7 5 2001
## 1412 50 80 9600 6 8 1950
## 1413 90 60 7200 4 5 1949
## 1414 20 88 10994 8 5 2005
## 1415 50 64 13053 6 7 1923
## 1416 120 51 3635 7 5 2007
## 1417 190 60 11340 4 6 1885
## 1419 20 71 9204 5 5 1963
## 1421 60 90 11700 6 6 1968
## 1422 120 53 4043 6 5 1977
## 1423 120 37 4435 6 5 2003
## 1426 20 80 10721 6 6 1959
## 1427 60 81 10944 7 5 1994
## 1428 50 60 10930 5 6 1945
## 1429 30 60 7200 5 7 1940
## 1431 60 60 21930 5 5 2005
## 1433 30 60 10800 4 6 1927
## 1434 60 93 10261 6 5 2000
## 1435 20 80 17400 5 5 1977
## 1436 20 80 8400 6 9 1962
## 1437 20 60 9000 4 6 1971
## 1438 20 96 12444 8 5 2008
## 1439 20 90 7407 6 7 1957
## 1440 60 80 11584 7 6 1979
## 1441 70 79 11526 6 7 1922
## 1443 60 85 11003 10 5 2008
## 1445 20 63 8500 7 5 2004
## 1446 85 70 8400 6 5 1966
## 1448 60 80 10000 8 5 1995
## 1449 50 70 11767 4 7 1910
## 1452 20 78 9262 8 5 2008
## 1453 180 35 3675 5 5 2005
## 1455 20 62 7500 7 5 2004
## 1456 60 62 7917 6 5 1999
## 1457 20 85 13175 6 6 1978
## 1458 70 66 9042 7 9 1941
## 1459 20 68 9717 5 6 1950
## 1460 20 75 9937 5 6 1965
## YearRemodAdd MasVnrArea BsmtFinSF1 BsmtFinSF2 BsmtUnfSF TotalBsmtSF
## 1 2003 196 706 0 150 856
## 2 1976 0 978 0 284 1262
## 3 2002 162 486 0 434 920
## 4 1970 0 216 0 540 756
## 5 2000 350 655 0 490 1145
## 6 1995 0 732 0 64 796
## 7 2005 186 1369 0 317 1686
## 9 1950 0 0 0 952 952
## 10 1950 0 851 0 140 991
## 11 1965 0 906 0 134 1040
## 12 2006 286 998 0 177 1175
## 14 2007 306 0 0 1494 1494
## 16 2001 0 0 0 832 832
## 18 1967 0 0 0 0 0
## 19 2004 0 646 0 468 1114
## 20 1965 0 504 0 525 1029
## 21 2006 380 0 0 1158 1158
## 22 1950 0 0 0 637 637
## 23 2002 281 0 0 1777 1777
## 24 1976 0 840 0 200 1040
## 26 2007 640 0 0 1566 1566
## 27 2000 0 234 486 180 900
## 28 2008 200 1218 0 486 1704
## 29 1997 0 1277 0 207 1484
## 30 1950 0 0 0 520 520
## 31 1950 0 0 0 649 649
## 33 2007 0 0 0 1234 1234
## 34 1959 0 1018 0 380 1398
## 35 2005 246 1153 0 408 1561
## 36 2005 132 0 0 1117 1117
## 37 1995 0 0 0 1097 1097
## 38 1990 650 1213 0 84 1297
## 39 2007 0 731 0 326 1057
## 41 1965 101 643 0 445 1088
## 42 1959 0 967 0 383 1350
## 45 1959 0 179 506 465 1150
## 46 2005 412 456 0 1296 1752
## 47 2003 0 1351 0 83 1434
## 48 2006 0 24 0 1632 1656
## 50 1966 0 763 0 192 955
## 52 1950 0 0 0 816 816
## 53 1963 0 104 712 0 816
## 54 1987 0 1810 0 32 1842
## 55 1955 0 384 0 0 384
## 56 1964 272 490 0 935 1425
## 57 2000 456 649 0 321 970
## 58 2004 0 0 0 860 860
## 59 2006 1031 0 0 1410 1410
## 60 1972 0 632 0 148 780
## 61 2004 0 941 0 217 1158
## 62 1996 0 0 0 530 530
## 63 2006 178 24 0 1346 1370
## 64 1950 0 0 0 576 576
## 66 2005 344 0 0 1143 1143
## 68 2003 167 1013 0 440 1453
## 69 1950 0 0 0 747 747
## 70 1953 0 603 0 701 1304
## 71 1973 1115 1880 0 343 2223
## 72 2006 0 565 0 280 845
## 73 1998 40 0 0 832 832
## 74 2003 104 320 362 404 1086
## 75 1950 0 0 0 840 840
## 76 1973 0 462 0 0 462
## 78 2001 0 336 41 295 672
## 80 1981 0 0 0 440 440
## 81 1968 576 448 0 448 896
## 82 1998 443 1201 0 36 1237
## 83 2007 468 33 0 1530 1563
## 84 1960 66 0 0 1065 1065
## 86 1992 284 0 0 1288 1288
## 87 2005 0 0 0 684 684
## 88 2009 76 0 0 612 612
## 91 1950 0 0 0 0 0
## 92 1961 203 600 0 635 1235
## 93 2006 0 713 0 163 876
## 94 1998 0 1046 0 168 1214
## 95 1997 0 648 0 176 824
## 97 1999 183 1162 0 426 1588
## 98 1965 48 520 0 440 960
## 99 1950 0 108 0 350 458
## 102 1985 336 0 0 741 741
## 103 1979 0 0 0 0 0
## 104 2009 0 0 0 1226 1226
## 106 2004 768 0 0 1053 1053
## 107 1995 0 0 0 641 641
## 108 1950 0 104 169 516 789
## 110 1977 480 705 0 1139 1844
## 111 1972 0 444 0 550 994
## 113 2007 220 984 0 280 1264
## 115 2002 0 774 150 104 1028
## 116 1999 1129 419 0 310 729
## 118 2007 0 0 0 1125 1125
## 119 1990 0 1470 0 203 1673
## 120 2006 0 0 0 728 728
## 122 1950 0 0 0 732 732
## 123 1958 135 570 0 510 1080
## 124 1993 0 300 0 899 1199
## 125 1998 0 0 0 1362 1362
## 129 1966 266 512 0 148 660
## 130 1991 85 567 28 413 1008
## 131 1966 309 445 0 479 924
## 133 2002 0 405 0 658 1063
## 135 1993 0 570 0 891 1461
## 136 1970 288 0 0 1304 1304
## 138 1989 70 0 0 1907 1907
## 139 2000 320 668 0 336 1004
## 140 1997 0 821 0 107 928
## 142 2005 0 1300 0 434 1734
## 143 1952 0 507 0 403 910
## 144 1999 183 679 0 811 1490
## 145 1963 336 1332 0 396 1728
## 146 2006 50 0 0 970 970
## 147 1993 0 209 0 506 715
## 151 1975 0 716 0 253 969
## 152 2008 436 1400 0 310 1710
## 155 1950 0 0 0 1200 1200
## 157 1950 0 0 0 0 0
## 158 2010 84 0 0 774 774
## 159 2005 0 222 0 769 991
## 160 2006 456 57 0 1335 1392
## 162 2004 664 1016 0 556 1572
## 163 2005 226 1201 0 340 1541
## 165 2004 0 370 0 779 1149
## 168 2007 300 1288 0 294 1582
## 169 2004 0 0 0 840 840
## 172 1960 112 639 0 441 1080
## 173 1987 0 495 215 354 1064
## 174 1961 491 288 374 700 1362
## 175 1986 132 1398 208 0 1606
## 176 2001 0 477 0 725 1202
## 177 1989 268 831 0 320 1151
## 179 2009 748 1904 0 312 2216
## 180 2006 0 0 0 968 968
## 182 1950 0 352 0 441 793
## 183 2006 98 0 0 0 0
## 184 2003 0 0 0 1362 1362
## 185 1991 0 0 0 504 504
## 186 1993 0 0 0 1107 1107
## 188 1987 0 0 0 660 660
## 189 1979 275 1086 0 0 1086
## 190 2002 0 1153 0 440 1593
## 191 1994 0 297 0 556 853
## 193 1999 0 560 0 871 1431
## 194 2004 50 0 0 970 970
## 195 1972 0 390 0 474 864
## 196 1976 0 566 0 289 855
## 197 2007 205 1126 0 600 1726
## 198 1990 0 1036 184 140 1360
## 200 2005 262 1088 0 625 1713
## 201 2004 0 0 0 1121 1121
## 202 1977 0 641 279 276 1196
## 203 1950 0 617 0 0 617
## 205 1950 0 312 0 408 720
## 206 1990 0 0 0 1424 1424
## 207 1962 0 0 0 1140 1140
## 210 1964 260 787 0 305 1092
## 212 2009 0 36 0 1176 1212
## 213 2009 0 822 0 78 900
## 214 1995 0 716 0 274 990
## 216 1996 64 360 0 710 1070
## 217 2004 266 946 0 490 1436
## 218 1950 0 0 0 686 686
## 220 2006 16 16 0 1232 1248
## 221 2006 0 0 0 1498 1498
## 223 1975 0 550 0 163 713
## 224 1971 0 524 180 160 864
## 225 2003 922 56 0 2336 2392
## 226 1971 142 0 0 630 630
## 227 1995 290 565 0 638 1203
## 228 1970 127 321 0 162 483
## 229 1967 0 842 0 70 912
## 230 2006 16 16 0 1357 1373
## 231 1959 220 0 0 1194 1194
## 232 1996 506 689 0 773 1462
## 233 1972 297 0 0 483 483
## 234 1976 0 182 712 0 894
## 236 1971 604 358 0 125 483
## 237 2004 98 24 0 1390 1414
## 239 2007 254 0 0 1694 1694
## 240 1950 0 94 0 641 735
## 241 2008 36 1078 0 488 1566
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## 244 1980 0 0 0 626 626
## 246 1988 102 929 0 916 1845
## 247 1950 0 0 0 1020 1020
## 248 1954 0 0 0 1367 1367
## 249 2003 101 0 0 840 840
## 252 2007 481 1573 0 0 1573
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## 255 1957 0 922 0 392 1314
## 256 1999 302 0 0 975 975
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## 258 2006 180 1334 0 270 1604
## 259 2001 172 361 0 602 963
## 260 1956 0 0 0 0 0
## 261 1962 399 672 690 0 1362
## 262 2007 270 0 0 1482 1482
## 263 1995 46 506 0 0 506
## 264 2001 0 234 692 0 926
## 265 2004 0 0 0 680 680
## 266 1981 210 588 228 606 1422
## 267 1997 0 714 0 88 802
## 268 1997 0 378 0 342 720
## 269 1955 0 403 125 212 740
## 271 2006 0 0 0 1095 1095
## 272 2005 0 226 1063 96 1385
## 273 2007 348 524 0 628 1152
## 274 1988 183 620 620 0 1240
## 275 1982 0 546 0 270 816
## 276 2007 0 0 0 952 952
## 277 2003 0 0 0 1560 1560
## 278 1951 0 120 0 744 864
## 279 2007 315 0 0 2121 2121
## 280 1977 299 392 0 768 1160
## 281 1989 340 421 0 386 807
## 282 2006 68 905 0 357 1262
## 283 2008 166 904 0 410 1314
## 284 2009 72 0 0 1468 1468
## 285 1992 0 430 0 1145 1575
## 286 2007 0 0 0 625 625
## 287 1981 0 600 0 312 912
## 290 2003 0 0 0 698 698
## 291 2006 0 0 0 1079 1079
## 293 2008 0 292 0 476 768
## 295 1953 238 1285 0 131 1416
## 296 1984 0 819 0 184 1003
## 297 1950 0 420 0 490 910
## 298 1998 1600 649 0 326 975
## 299 1968 365 384 175 143 702
## 300 2004 0 0 0 1092 1092
## 301 1953 56 841 0 324 1165
## 302 1999 0 281 0 747 1028
## 303 2002 150 0 0 1541 1541
## 304 1972 0 894 0 0 894
## 305 2002 0 0 0 1470 1470
## 306 2005 246 1464 0 536 2000
## 307 1991 246 700 0 0 700
## 310 2004 0 1274 0 622 1896
## 312 2002 0 680 0 292 972
## 313 1950 0 507 0 286 793
## 314 1965 0 1236 820 80 2136
## 315 1990 0 16 0 712 728
## 316 2005 0 425 0 291 716
## 317 1980 278 692 0 153 845
## 318 2006 0 0 0 1088 1088
## 319 1993 256 987 0 360 1347
## 321 2006 370 0 0 1249 1249
## 322 2004 388 970 0 166 1136
## 323 1987 172 28 1474 0 1502
## 324 2005 0 256 0 906 1162
## 325 2007 300 0 0 710 710
## 326 1950 0 116 0 604 720
## 327 1993 0 1619 0 100 1719
## 328 1960 175 565 0 818 1383
## 330 1950 0 0 0 596 596
## 332 1992 0 846 0 210 1056
## 333 2004 296 1124 479 1603 3206
## 334 2004 146 720 0 638 1358
## 335 1998 0 828 0 115 943
## 337 2006 200 1249 0 673 1922
## 338 2003 113 810 0 726 1536
## 339 1998 0 213 0 995 1208
## 340 1998 176 585 0 630 1215
## 341 2002 0 0 0 967 967
## 342 1950 0 0 0 721 721
## 344 2005 616 28 0 1656 1684
## 345 1976 0 129 232 175 536
## 346 1950 0 0 0 972 972
## 349 2004 106 573 0 191 764
## 350 2006 870 1410 0 438 1848
## 351 2007 362 0 0 1869 1869
## 353 1950 0 236 380 0 616
## 354 2003 0 0 0 624 624
## 355 2000 0 388 0 552 940
## 356 1995 0 334 544 322 1200
## 358 1976 0 874 0 268 1142
## 359 1958 120 300 294 468 1062
## 360 1998 530 956 0 130 1086
## 363 2003 500 0 0 0 0
## 364 2007 510 162 0 321 483
## 366 1997 0 456 0 216 672
## 368 1962 305 371 0 728 1099
## 369 1954 200 540 0 728 1268
## 372 1959 0 0 0 0 0
## 373 1984 0 623 121 0 744
## 374 1953 0 428 180 0 608
## 375 2004 0 0 0 847 847
## 377 1996 0 298 0 572 870
## 378 2005 0 0 0 1580 1580
## 379 2010 350 1445 0 411 1856
## 380 2000 16 0 0 982 982
## 381 1950 0 218 0 808 1026
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## 388 1976 255 631 0 410 1041
## 389 2000 125 0 0 1468 1468
## 390 2008 272 1280 0 402 1682
## 391 1950 0 241 391 229 861
## 392 2002 0 690 0 114 804
## 395 1950 0 0 0 735 735
## 396 1956 0 739 0 405 1144
## 397 1972 0 777 0 117 894
## 398 1962 288 540 0 324 864
## 399 1950 0 0 0 961 961
## 400 2007 100 812 0 280 1092
## 401 1996 0 786 0 474 1260
## 402 2005 0 24 0 1286 1310
## 403 1997 0 0 0 672 672
## 404 1998 650 0 0 1141 1141
## 407 1950 0 0 0 1064 1064
## 408 1976 0 0 0 840 840
## 409 2006 350 0 0 1063 1063
## 410 2008 100 789 0 245 1034
## 411 1958 0 0 0 1276 1276
## 412 1955 0 1056 0 0 1056
## 414 1950 0 0 0 1008 1008
## 415 1993 0 50 531 499 1080
## 416 2007 0 24 0 1316 1340
## 417 1978 203 209 0 463 672
## 418 1950 0 1128 0 242 1370
## 419 1950 0 312 0 444 756
## 420 1968 0 775 0 281 1056
## 421 1998 200 1309 0 35 1344
## 423 1954 0 0 0 988 988
## 424 1998 473 986 0 484 1470
## 425 1956 74 616 0 580 1196
## 426 1992 0 0 0 651 651
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## 429 2007 108 664 0 544 1208
## 430 1988 0 1005 0 387 1392
## 431 1971 232 387 0 96 483
## 433 1971 376 471 0 294 765
## 434 1998 0 0 0 926 926
## 436 1996 0 385 344 70 799
## 437 1950 0 0 0 648 648
## 438 2004 0 0 0 884 884
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## 440 2000 0 0 0 684 684
## 441 2008 200 1767 539 788 3094
## 443 1992 0 0 0 1078 1078
## 444 2007 72 0 0 1258 1258
## 445 1995 0 642 0 273 915
## 446 1956 0 0 0 1436 1436
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## 449 1950 0 0 0 780 780
## 450 2002 0 331 0 318 649
## 451 2005 0 0 0 813 813
## 452 1975 0 655 0 878 1533
## 454 2008 0 0 0 768 768
## 455 1976 0 1606 0 122 1728
## 456 1973 320 916 0 326 1242
## 457 1950 0 0 0 624 624
## 461 2009 110 544 0 288 832
## 462 2007 0 350 210 0 560
## 463 1965 0 553 311 0 864
## 464 1995 0 326 0 389 715
## 467 1970 0 778 0 499 1277
## 468 1995 224 386 0 342 728
## 469 2006 248 0 0 1626 1626
## 470 1993 120 426 0 406 832
## 472 1977 0 0 0 808 808
## 473 2005 80 459 0 88 547
## 474 2007 304 1350 0 626 1976
## 475 2000 0 1196 0 298 1494
## 476 1963 0 630 0 340 970
## 477 1998 215 994 0 484 1478
## 478 2006 772 0 0 2153 2153
## 479 2008 336 1288 0 417 1705
## 480 2000 435 168 0 739 907
## 481 2005 378 1261 0 572 1833
## 482 2004 562 1567 0 225 1792
## 483 2005 0 299 0 611 910
## 484 1998 116 897 0 319 1216
## 486 2007 0 607 0 506 1113
## 487 1965 168 836 0 237 1073
## 488 1971 0 998 0 486 1484
## 489 1970 0 664 0 290 954
## 490 2002 0 515 0 115 630
## 492 1950 0 403 165 238 806
## 493 2006 0 0 0 728 728
## 494 1960 0 374 532 363 1269
## 495 1996 0 0 0 190 190
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## 499 2004 89 450 0 414 864
## 500 1985 0 111 279 522 912
## 501 1973 285 356 0 316 672
## 502 2005 0 400 0 466 866
## 503 1965 0 698 96 420 1214
## 504 1997 0 1247 0 254 1501
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## 509 2005 0 141 0 548 689
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## 512 2006 94 0 0 1368 1368
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## 518 1997 921 0 0 1264 1264
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## 522 1957 0 777 0 467 1244
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## 525 1997 594 719 0 660 1379
## 526 2005 0 0 0 1257 1257
## 527 2000 0 377 0 551 928
## 528 2008 268 1330 0 122 1452
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## 532 1999 0 0 0 611 611
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## 541 2006 584 1260 0 578 1838
## 543 1999 0 144 1127 379 1650
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## 545 2006 0 554 0 100 654
## 547 1950 0 300 0 765 1065
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## 577 1950 0 0 0 861 861
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## 579 2007 0 0 0 689 689
## 580 1954 335 0 0 1050 1050
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## 584 2000 0 0 0 1237 1237
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## 588 1982 0 672 0 168 840
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## 592 2008 420 1338 0 384 1722
## 593 2003 0 816 0 0 816
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## 604 2005 0 0 0 600 600
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## 659 1950 0 0 0 912 912
## 660 1999 0 637 0 849 1486
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## 665 2006 0 1721 0 356 2077
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## 668 1998 258 1138 0 270 1408
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## 671 2005 0 193 0 545 738
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## 687 2007 0 0 0 874 874
## 689 2007 0 945 0 474 1419
## 690 2006 256 20 0 1342 1362
## 692 1995 1170 1455 0 989 2444
## 693 1990 293 965 0 245 1210
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## 695 1950 0 0 0 927 927
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## 697 1950 0 616 0 0 616
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## 702 1969 168 0 0 1164 1164
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## GarageYrBlt GarageCars GarageArea WoodDeckSF OpenPorchSF EnclosedPorch
## 1 2003 2 548 0 61 0
## 2 1976 2 460 298 0 0
## 3 2001 2 608 0 42 0
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## 1276 0 0 0 0 7 2007 137000
## 1280 0 0 0 0 4 2010 68400
## 1281 0 0 0 0 3 2009 227000
## 1282 0 90 0 0 7 2006 180000
## 1283 0 288 0 0 9 2009 150500
## 1285 0 116 0 0 3 2010 169000
## 1286 0 0 0 0 5 2009 132500
## 1289 0 0 0 0 10 2009 278000
## 1290 0 0 0 0 10 2006 281000
## 1292 0 0 0 0 2 2009 119500
## 1293 0 0 0 0 12 2009 107500
## 1294 0 259 0 0 3 2006 162900
## 1295 0 0 0 0 4 2006 115000
## 1296 0 0 0 0 11 2006 138500
## 1297 0 0 0 0 12 2008 155000
## 1298 0 0 0 0 6 2006 140000
## 1299 0 0 480 0 1 2008 160000
## 1300 0 0 0 0 5 2010 154000
## 1303 0 0 0 0 12 2006 290000
## 1304 0 0 0 0 4 2006 232000
## 1305 0 0 0 0 4 2006 130000
## 1306 0 0 0 0 11 2009 325000
## 1307 0 0 0 0 9 2006 202500
## 1308 0 0 0 0 5 2009 138000
## 1309 0 0 0 0 5 2008 147000
## 1311 0 0 0 0 5 2010 335000
## 1312 0 0 0 0 1 2007 203000
## 1314 0 0 0 0 5 2010 333168
## 1315 0 0 0 0 10 2007 119000
## 1316 0 0 0 0 6 2008 206900
## 1317 0 0 0 0 1 2009 295493
## 1318 0 0 0 0 4 2007 208900
## 1320 0 0 0 0 2 2007 111000
## 1321 0 216 0 0 6 2009 156500
## 1323 0 0 0 0 6 2010 190000
## 1325 0 0 0 0 2 2007 147000
## 1328 0 0 0 0 10 2008 130500
## 1329 0 480 0 1150 6 2008 256000
## 1330 0 0 0 0 6 2006 176500
## 1331 0 0 0 0 12 2007 227000
## 1332 0 0 0 0 7 2006 132500
## 1333 0 0 0 0 5 2009 100000
## 1334 0 0 0 0 7 2006 125500
## 1335 0 0 0 0 5 2009 125000
## 1336 0 0 0 0 4 2009 167900
## 1337 0 0 0 0 11 2008 135000
## 1339 0 0 0 0 6 2006 200000
## 1340 0 0 0 0 6 2006 128500
## 1341 0 0 0 0 6 2007 123000
## 1342 0 0 0 0 7 2008 155000
## 1344 0 0 0 0 3 2009 177000
## 1345 0 0 0 0 7 2007 155835
## 1346 0 0 0 0 7 2007 108500
## 1348 0 0 0 0 5 2007 283463
## 1351 0 0 0 0 8 2009 200000
## 1352 0 120 0 0 3 2008 171000
## 1353 0 0 0 0 7 2009 134900
## 1354 0 0 0 0 3 2010 410000
## 1356 0 0 0 0 9 2006 170000
## 1360 0 0 0 0 9 2006 315000
## 1361 0 0 0 0 5 2008 189000
## 1362 0 0 0 0 6 2009 260000
## 1364 0 0 0 0 3 2007 156932
## 1365 0 0 0 0 4 2006 144152
## 1367 0 0 0 0 6 2008 193000
## 1368 0 0 0 0 7 2006 127000
## 1370 0 0 0 0 5 2010 232000
## 1371 0 0 0 0 10 2009 105000
## 1372 0 178 0 0 10 2008 165500
## 1373 0 0 0 0 6 2006 274300
## 1375 0 0 0 0 7 2008 250000
## 1376 0 0 0 0 12 2007 239000
## 1377 0 0 0 0 4 2008 91000
## 1378 0 0 0 0 7 2009 117000
## 1379 0 0 0 0 6 2006 83000
## 1380 0 0 0 0 5 2008 167500
## 1381 0 0 0 0 6 2010 58500
## 1383 0 0 0 0 10 2006 157000
## 1385 0 0 0 0 10 2009 105000
## 1386 0 0 0 0 5 2010 125500
## 1387 0 440 519 2000 7 2006 250000
## 1388 0 0 0 0 8 2007 136000
## 1389 0 0 0 0 10 2009 377500
## 1390 0 0 0 0 3 2007 131000
## 1391 0 0 0 0 9 2006 235000
## 1392 0 0 0 0 4 2009 124000
## 1393 0 0 0 0 12 2006 123000
## 1394 0 0 0 0 4 2008 163000
## 1395 0 0 0 0 10 2006 246578
## 1396 0 0 0 0 2 2007 281213
## 1398 0 0 0 0 5 2007 137500
## 1399 0 0 0 0 5 2009 138000
## 1400 0 0 0 0 10 2009 137450
## 1401 0 0 0 0 7 2008 120000
## 1402 0 0 0 0 4 2008 193000
## 1403 0 0 0 0 7 2006 193879
## 1404 0 0 0 0 8 2007 282922
## 1405 0 0 0 0 1 2006 105000
## 1406 0 155 0 0 1 2008 275000
## 1407 0 0 0 0 3 2009 133000
## 1409 0 168 0 0 6 2010 125500
## 1410 0 0 0 0 11 2008 215000
## 1411 0 0 0 0 6 2009 230000
## 1412 0 0 0 0 9 2009 140000
## 1413 0 0 0 0 6 2009 90000
## 1414 0 0 0 0 9 2009 257000
## 1415 0 220 0 0 6 2008 207000
## 1416 0 0 0 0 5 2009 175900
## 1417 0 0 0 0 4 2010 122500
## 1419 0 0 0 0 8 2008 124000
## 1421 0 119 0 0 5 2006 179900
## 1422 0 165 0 0 7 2010 127500
## 1423 0 0 0 0 3 2008 136500
## 1426 0 0 0 0 10 2008 142000
## 1427 0 0 0 0 8 2008 271000
## 1428 0 0 0 0 4 2008 140000
## 1429 0 0 0 0 2 2010 119000
## 1431 0 0 0 0 7 2006 192140
## 1433 0 0 0 0 8 2007 64500
## 1434 0 0 0 0 5 2008 186500
## 1435 0 0 0 0 5 2006 160000
## 1436 0 0 0 0 7 2008 174000
## 1437 0 0 0 0 5 2007 120500
## 1438 304 0 0 0 11 2008 394617
## 1439 0 0 0 0 4 2010 149700
## 1440 0 0 0 0 11 2007 197000
## 1441 0 0 0 0 9 2008 191000
## 1443 0 0 0 0 4 2009 310000
## 1445 0 0 0 0 11 2007 179600
## 1446 0 0 0 0 5 2007 129000
## 1448 0 0 0 0 12 2007 240000
## 1449 0 0 0 0 5 2007 112000
## 1452 0 0 0 0 5 2009 287090
## 1453 0 0 0 0 5 2006 145000
## 1455 0 0 0 0 10 2009 185000
## 1456 0 0 0 0 8 2007 175000
## 1457 0 0 0 0 2 2010 210000
## 1458 0 0 0 2500 5 2010 266500
## 1459 0 0 0 0 4 2010 142125
## 1460 0 0 0 0 6 2008 147500
corrnum <- cor(trainnum_df) #correlation matrix
#corrplot(num_corr)
corrnum_df<- as.data.frame(corrnum) %>% #converting matrix into a df
filter(SalePrice > 0) #removing negative correlation
#variable names for lm(SalePrice~vars)
corrvar <- row.names(corrnum_df[1:24,])
corrvar
## [1] "LotArea" "OverallQual" "YearBuilt" "YearRemodAdd" "BsmtFinSF1"
## [6] "BsmtUnfSF" "TotalBsmtSF" "X1stFlrSF" "X2ndFlrSF" "GrLivArea"
## [11] "BsmtFullBath" "FullBath" "HalfBath" "BedroomAbvGr" "TotRmsAbvGrd"
## [16] "Fireplaces" "GarageCars" "GarageArea" "WoodDeckSF" "OpenPorchSF"
## [21] "X3SsnPorch" "ScreenPorch" "PoolArea" "MoSold"
pricemod<- lm(SalePrice ~ LotArea+OverallQual+ YearBuilt+YearRemodAdd+BsmtFinSF1 +BsmtUnfSF+ TotalBsmtSF+ GrLivArea +BsmtFullBath+FullBath+HalfBath +BedroomAbvGr+TotRmsAbvGrd + Fireplaces+GarageCars+GarageArea+WoodDeckSF+OpenPorchSF +ScreenPorch+PoolArea+X3SsnPorch+X1stFlrSF+X2ndFlrSF, data=train1)
summary(pricemod)
##
## Call:
## lm(formula = SalePrice ~ LotArea + OverallQual + YearBuilt +
## YearRemodAdd + BsmtFinSF1 + BsmtUnfSF + TotalBsmtSF + GrLivArea +
## BsmtFullBath + FullBath + HalfBath + BedroomAbvGr + TotRmsAbvGrd +
## Fireplaces + GarageCars + GarageArea + WoodDeckSF + OpenPorchSF +
## ScreenPorch + PoolArea + X3SsnPorch + X1stFlrSF + X2ndFlrSF,
## data = train1)
##
## Residuals:
## Min 1Q Median 3Q Max
## -498626 -16636 -1336 14483 297841
##
## Coefficients:
## Estimate Std. Error t value Pr(>|t|)
## (Intercept) -1.076e+06 1.327e+05 -8.111 1.06e-15 ***
## LotArea 4.790e-01 1.037e-01 4.620 4.18e-06 ***
## OverallQual 1.916e+04 1.178e+03 16.265 < 2e-16 ***
## YearBuilt 2.277e+02 5.275e+01 4.316 1.70e-05 ***
## YearRemodAdd 2.833e+02 6.206e+01 4.566 5.40e-06 ***
## BsmtFinSF1 1.288e+01 6.238e+00 2.065 0.039144 *
## BsmtUnfSF -4.697e-01 6.329e+00 -0.074 0.940847
## TotalBsmtSF 1.303e+01 7.235e+00 1.801 0.071940 .
## GrLivArea 1.704e+01 2.022e+01 0.843 0.399564
## BsmtFullBath 4.767e+03 2.545e+03 1.873 0.061287 .
## FullBath -1.245e+03 2.850e+03 -0.437 0.662217
## HalfBath -1.604e+03 2.757e+03 -0.582 0.560838
## BedroomAbvGr -7.418e+03 1.715e+03 -4.326 1.62e-05 ***
## TotRmsAbvGrd 4.148e+03 1.229e+03 3.376 0.000756 ***
## Fireplaces 5.145e+03 1.809e+03 2.845 0.004508 **
## GarageCars 9.245e+03 2.949e+03 3.134 0.001757 **
## GarageArea 1.053e+01 9.990e+00 1.054 0.291969
## WoodDeckSF 3.072e+01 8.174e+00 3.758 0.000178 ***
## OpenPorchSF 1.433e+00 1.558e+01 0.092 0.926751
## ScreenPorch 6.077e+01 1.762e+01 3.450 0.000577 ***
## PoolArea -4.338e+01 2.431e+01 -1.784 0.074561 .
## X3SsnPorch 3.439e+01 3.243e+01 1.061 0.289081
## X1stFlrSF 3.071e+01 2.063e+01 1.489 0.136726
## X2ndFlrSF 2.743e+01 2.043e+01 1.343 0.179619
## ---
## Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
##
## Residual standard error: 36070 on 1436 degrees of freedom
## Multiple R-squared: 0.7971, Adjusted R-squared: 0.7938
## F-statistic: 245.2 on 23 and 1436 DF, p-value: < 2.2e-16
#pick out the same columns from our lm from the test data set
test_prediction <- subset(test1, select=c(LotArea ,OverallQual, YearBuilt,YearRemodAdd,BsmtFinSF1 ,BsmtUnfSF, TotalBsmtSF, GrLivArea ,BsmtFullBath,FullBath,HalfBath ,BedroomAbvGr,TotRmsAbvGrd , Fireplaces,GarageCars,GarageArea,WoodDeckSF,OpenPorchSF ,ScreenPorch,PoolArea,X3SsnPorch,X1stFlrSF,X2ndFlrSF))
test_prediction <- na.omit(test_prediction) #remove NAs
predtest <- predict(pricemod, test_prediction)
summary(predtest)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## -1692 127103 167064 177918 222295 637275
predictprice = cbind(test1$Id, predtest)
## Warning in cbind(test1$Id, predtest): number of rows of result is not a multiple
## of vector length (arg 2)
colnames(predictprice) = c("Id", "SalePrice")
predictdf = as.data.frame(predictprice)
head(predictdf,5)
## Id SalePrice
## 1 1461 120798.1
## 2 1462 163238.5
## 3 1463 178683.8
## 4 1464 201128.1
## 5 1465 214389.0
write.csv(predictdf,"C:/Users/malia/OneDrive/Desktop/final3house.csv", row.names = FALSE)