12. [-/1 Points] DETAILS PECKSTAT2 9.E.005.MI. MY NOTES ASK YOUR TEACHER (a) Use the formula for the standard error of p to explain why the standard error is greater when the value of the population proportion p is near 0.5 than when it is near 1. The standard error Is greater when p is near 0.5 than when it Is near 1 because the term In the (--Select-- B of the formula for the standard error of p reaches its -Select-- @ value when p = 0.5. (b) Use the formula for the standard error of p to explain why the standard error of p is the same when the value of the population proportion Is p = 0.3 as It is when p = 0.7. The standard error is the same for p = 0.3 as It Is for p = 0.7, since p(1 - p) has the same value for both values of p. The standard error is the same for p = 0.3 as it Is for p = 0.7, since p(1 - p) has the same value for both values of p. The standard error is the same for p = 0.3 as it is for p = 0.7, since p2(1 - p) has the same value for both values of p. O The standard error is the same for p = 0.3 as It Is for p = 0.7, since p + (1 - p) has the same value for both values of p. The standard error is the same for p = 0.3 as It is for p = 0.7, since P (1 - P) - has the same value for both values of p. Need Help? Road IN Master It