a. Identify the observational units and variable in this study. Also classify the variable as categorical or quantitative.
b. State the appropriate null and alternative hypotheses (in words) for testing whether males are more likely to say “I love you” first. We can express these hypotheses with symbols as:

Null: π = 0.50 Alternative: π > 0.50

c. Describe (in words) what the symbol π stands for here. It turned out that for 28 of the 40 couples in the sample (aft er the 7 couples who could not agree were excluded), the man said “I love you” before the woman did.
d. Determine the sample proportion (written as a decimal) of couples for whom the man was the fi rst to say “I love you.” What symbol do we use to denote  his proportion?
e. Describe how you could use a coin-flipping model to find the p-value for these data.
f. Use an applet to conduct a simulation analysis to assess the strength of evidence against the null hypothesis provided by the sample data. Report the values that you enter into the applet and describe how you approximate the p-value. Also report the value of this (approximate) p-value.

g. Write a sentence or two interpreting this p-value: the probability of ____, assuming _____.
h. Summarize your conclusion from this p-value.