A 2014 study by the reputable Gallup organization estimates that 44% of U.S. adults are underemployed. Underemployed means the p
erson wants to work full time but is employed part time or unemployed. We want to know if the proportion is smaller this year. We select a random sample of 100 U.S. adults this year and find that 40% are underemployed. After carrying out the hypothesis test for p = 0.44 compared to p < 0.44, we obtain a P?value of 0.21. Which of the following interpretations of the P?value is correct? A. There is a 21% chance that 44% of U.S. adults are underemployed this year
B. There is a 21% chance that 40% of U.S. adults are underemployed this year.
C. There is a 21% chance that 40% or fewer U.S. adults are underemployed this year if 44% were underemployed in 2014.
D. There is a 21% chance that a sample of 100 U.S. adults will have 40% or fewer underemployed if 44% of the population is underemployed this year.
Option D - There is a 21% chance that a sample of 100 U.S. adults will have 40% or fewer underemployed if 44% of the population is underemployed this year.
Hey can you retype the equation for 5 with the equal sign. All you can do is substitute 0 in h(t) and solve. If you don’t know how to I’ll gladly help you but plz retype the function so I know what it looks like.
