Suppose a study estimated that 64% of the residents of a town (with an error range of +-12 percentage points at 95% confidence) favor a new community center. Which of the following percentages of the towns residents may favor building a new community center?
Is this a type of a problem where you follow this "to determine the upper and lower bounds of a confidence interval in the form a% (±b%), you must both subtract b% from a% and add b% to a%."
yes it is
I a little confused as to what b& and a% is?
the sample is our basis to judge with, what does that tell us about a?
(sample) +- (error) = (range of possibles)
is the sample the 64%
yes, 64% of the town ... thats our basis to judge with. now what?
the error is the +- 12 (64%)+-(12)
good, 64 +- 12
but what is +- does that mean add first (64%)+(12) then subtract (64%)-(12)?
it means we add and subtract 12 to 64
64 + 12 is the upper bound 64 - 12 is the lower bound
76 and 52
correct, which options is on our range?
@amistre64 D. 59%
Join our real-time social learning platform and learn together with your friends!