A company which aims to measure their employee satisfaction would like to

conduct are research over their

$3000$

$$employee$.$ One of the criteria the company

wanted to measure is the day care satisfaction. Employee distribution is

$60$

$\%$

$=$

$40$

$\%$

$$female

$-$

male;

$30$

$\%$

$-$

$70$

$\%$

$$day care user

$-$

non user. According to this

$2$

$\%$

tolerance level what should be the sample size with

$95$

$\%$

$$confidence interval

$($ Z

$=$

$1\mathrm{.}96)$

b

$.$

$480$

c

$.$

$534$

d

$.$

$662$

e

$.$

$2016$

f

$.$

$2401$

According to the data from the previous question, what should be the group

design in quota sampling for employee satisfaction in all terms?

g

$.$

$240$

$$female

$-$

$240$

$$male

h

$.$

$320$

$$female

$-$

$214$

$$male

i

$.$

$199$

$$day care user

$-$

$335$

$$day care non user

i

$.$

$199$

$$day care user

$-$

$463$

$$day care non user

k

$.$

$605$

$$day care user

$-$

$1412$

$$day care non user