b) Find the minimum sample size needed, using a price study that tound that 18%
ID: 2931423 • Letter: B
Question
Explanation / Answer
Answer:
a).
p=0.5( assumed)
For 90%, z=1.645
d=0.02
Sample size = (z2*p*(1-p))/d2
= (1.6452*0.5*0.5)/0.022
=1691.26
The sample size required= 1692
b).
p=0.18
For 90%, z=1.645
d=0.02
Sample size = (z2*p*(1-p))/d2
= (1.6452*0.18*0.82)/0.022
=998.52
The sample size required= 999
c).
B. Having the estimate of the population proportion reduces the minimum sample size needed.
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