Y=0,1

, or 2 . Find the population variance

\\\\sigma ^(2)

. (Round your answer to two decimal places.)\

\\\\sigma ^(2)=

\ defectives observed. Replace the marbles and repeat the process until

n=100

observations of

Y

have been recorded.\ Compare

s^(2)

with

\\\\sigma ^(2)

.\ With

n=100,s^(2)

should be quite close to

(\\\\sigma ^(2))/(10)

\ With

n=100,s^(2)

should be quite close to

\\\\sigma ^(2)

.\ With

n=100,s^(2)

should be quite close to

\\\\sigma ^(2)\\\\times 100

.\ With

n=100,s^(2)

should be quite close to

\\\\sigma ^(2)\\\\times 10

.\ With

n=100,s^(2)

should be quite close to

(\\\\sigma ^(2))/(100)

.

Y=0,1 or 2 . Find the population variance 2. (Round your answer to two decimal places.) 2= defectives observed. Replace the marbles and repeat the process until n=100 observations of Y have been recorded. Compare s2 with 2. With n=100,s2 should be quite close to 102 With n=100,s2 should be quite close to 2. With n=100,s2 should be quite close to 2100. With n=100,s2 should be quite close to 210. With n=100,s2 should be quite close to 1002