Use the given values of n=1205 and p=0.98 to find the minimum value that is not significantly low, $\mu - 2 \sigma \text {, }$ and the maximum value that is not significantly high, $\mu + 2 \sigma$ Round your answer to the nearest hundredth unless otherwise noted.
A) Minimum: 1171.18 ; maximum: 1190.62
B) Minimum: 1176.04 ; maximum: 1185.76
C) Minimum: 1190.62 ; maximum: 1171.18
D) Minimum: 1174.03 ; maximum: 1187.77

Question

Use the given values of  n=1205  and  p=0.98  to find the minimum value that is not significantly low, $\mu - 2 \sigma \text {, }$ and the maximum value that is not significantly high, $\mu + 2 \sigma$ Round your answer to the nearest hundredth unless otherwise noted.
A) Minimum:  1171.18 ; maximum:  1190.62 
B) Minimum:  1176.04 ;  maximum:  1185.76 
C) Minimum:  1190.62 ;  maximum:  1171.18 
D) Minimum:  1174.03 ;  maximum:  1187.77

Quizplus · Accepted Answer

The correct answer is A because the minimum value that is not significantly low is $\mu - 2 \sigma = 1171.18$ and the maximum value that is not significantly high is $\mu + 2 \sigma = 1190.62$.

Use the Given Values of N=1205 and μ−2σ, \mu - 2 \sigma \text {, }μ−2σ,

Use the Given Values of N=1205 and $\mu - 2 \sigma \text {, }$