Only 50.9% of 18–24 year olds voted in a recent presidential election. A college samples 100 students within that age range, and finds that 53% of them voted. They want to know if the percent of student voters aged 18–24 is more than the percent of those 18–24 year olds who voted in the general population. Write hypotheses for this situation and run a simulation to test the hypotheses using a spreadsheet or calculator. What hypothesis does the simulation support?