The gallup poll interviews 1600 people. of these, 18% say that they jog regularly. the news report adds: "the poll had a margin
of error of plus or minus three percentage points." you can safely conclude that a. 95% of all gallup poll samples like this one give answers within ±3% of the true population value.
b. the percent of the population who jog is certain to be between 15% and 21%.
c. 95% of the population jog between 15% and 21% of the time.
d. we can be 3% confident that the sample result is true.
e. if gallup took many samples, 95% of them would find that exactly 18% of the people in the sample jog.
This is because, confidence interval is given by: Confidence interval = p +/- error In this case, p = 18% error = 3%
Therefore; Confidence interval = 18+/-3 = [(18-3),(18+3)] = [15,21]. Therefore it will be true to say that the percentage of those who jog is between 15% and 21%.
(1/10) / 1 = 3 / x.....1/10 m to 1 second = 3 m to x seconds cross multiply (1/10)(x) = (3)(1) 1/10x = 3 x = 3 / (1/10) x = 3 * 10/1 x = 30 seconds <====
