Hello , I need help with this problem and I was wondering if you can explain it using excel. For question b) the options are a,b,c and for questions C) it got cut off but the options are (selecting all the correct answers)-the claim is about a single mean -you are counting a total number of success in a mixed number of trials -the population can reasonably be assumed to be normal because sample has approximately a normal distribution -the sample is random -the sample is not known to be random -the claim is about a single proportion -the sample size is large enough Also can you do the p value for me And if at 0.08 significance level what would we conclude that ? Options: There is enough evidence to claim the proportion of millennials is truly 75% -there is statistically significant evidence that more than 65% of the population of millennials believe the world is round. -there is no enough evidence to support the claim that more than 75% of the population of millennials believe the world is round (that is 75% plausible value for the population proportion of millennials who believe the world is round )

in a recent article published by Scientific American found that only 75% of Millennials are certain the world is round. That seems low to you, you believe that more than 753 of Millennials believe the world is round. it You randomly sample 79 Millennials and find that 66 of them believe the earth is round. The others didn't necessarily believe it is flat they might just be unsure of the earth's shape. a. Select the correct answer for null and alternative hypotheses for this test. Hozp == 0.75 Hmp = 0.75 H01}; = 0.75 Hazp > 0.75 Harp 0.75 Ha:p%0.75 Ha:p70.75 b. Match each statement with the name of the conclusion for this hypothesis test. a When, in reality, the population proportion is greater than 0.75 we conclude that it is greater than 0.75. This is a - a When, in reality, the population proportion is 0 75, we conclude the proportion is greater. This 15 a - a When, in reality, the population proportion is greater than 0.75, we conclude that noevidence it is not 0.75. This is a a. Type I error b. Correct Decision c. Type II error c. What conditions must be met for you to conduct a Z test for one proportion? (select ALL the correct answers)