Based on the p-value, state a conclusion in the context of the problem in terms of

the proportions being different . ?Also, please report your p-value in this question as well.

Report and interpret the 95% ?confidence interval for the difference in the population

proportion remembering at least 60% ?of the items between those who did the activity in the morning (labeled "morning" ?in the data set) ?and those who did the activity in the evening (labeled "evening" ?in the data set): (pmorning - ?pevening)

Necessary information is in the picture.

Thank you!!

morning evening prop. tbl round (prop_tb1 , 4) Error: object 'prop_tbl' not found > prop. tbl round (prop. tb1 , 4) morning evening chisq. test (tbl, correct = FALSE) Pearson's chi-squared test data: tbl X-squared = 1. 3542, df = 1, p-value = 0. 2446 > x2 , - chisq. test (tbl, correct = FALSE) Error: unexpected ', ' in "x2 , > x2 x2$expected morning evening prop. test (table (memorygame$time, memorygamespctremember ), correct = FALSE, conf. level1 =. 95) Error in prop. test (table (memorygamestime, memorygamespctremember ), correct = FALSE, unused argument (conf . level1 = 0. 95) prop. test (table (memorygame$time, memorygamespctremember ), correct = FALSE, conf. level =. 95) 2-sample test for equality of proportions without continuity correction data: table (memorygamestime, memorygame$pctremember ) X-squared = 1. 3542, df = 1, p-value = 0. 2446 alternative hypothesis: two. sided 95 percent confidence interval: -0. 07235894 0. 31040121 sample estimates: prop 1 prop 2 0. 7741935 0. 6551724