8.2
- type answer here. 0.44
- type answer here. sample proportion; x/n
- type answer here. False
- type answer here. True
- type answer here. Normal. Given that n ≤ .05N and np(1 − p) ≥ 10
- type answer here. Standard Deviation of pˆ decrease as sample size increases. If n increases by a factor of 4, the standard deviation will decrease by a factor of 2.
- type answer here. Normal. mean = .4 and standard deviation = .022
- type answer here. Normal. mean = .7 and standard deviation = .026
- type answers here. Normal with a mean of .35 and standard deviation of .015.
- type answers here. .0040
- type answers here. .0233
- type answers here. Normal with a mean of .42 and standard deviation of .013.
- type answers here. .0102
- type answers here. .0606
- type answers here. Normal, with a mean of .39 and standard deviation of .022.
- type answers here. .3228
- type answers here. .3198
- type answers here. .0838