I put D and got it wrong

I think the answer is E, but im not sure

please help and show all work, thank you!

A random sample of 194 people taken in June 2020 found that the average time spent eating on one day for these people was 85 minutes. A researcher believes that, due to pandemic isolation, people are eating more than they have in the past. Last year, the population mean time spent eating was 75 minutes. She wishes to compare the null hypothesis (mean time eating = 75 minutes) with the alternative hypothesis (mean time eating > 75 minutes). Using her sample as a pseudo-population, the researcher adjusts the pseudo- population distribution so that its mean is 75 minutes. By taking 10,000 random samples of size 194 from this pseudo null population and finding the means, she produces the null sampling distribution shown. Which of the following is the correct approximate value for the p- 25 20 T T 15 Percent of Total 10 5 0 60 65 70 75 80 85 90 mean value? a tally-(mean >= 85 mean =75),data simuleat, format="percent"), resulting in p-value 50.1% e. tally-(mean >=85),datasimuleat, format"percent") resulting in p-value 0.16% f. tally-(mean >= 75 mean