7) All students attending a homecoming assembly complete a digital survey as they arrive at their seats. The survey questioned them about what they were most looking forward to for the homecoming events. Assume all students in attendance participated and remained at the assembly for its entirety. Write probabilities as decimals rounded to hundredths. Freshmen Juniors Sophomores 125 Seniors Bonfire Total 200 81 92 498 Football Game 98 184 294 198 774 Dance Total 202 231 123 500 778 540 498 222 512 2050 Teachers take turns randomly choosing students to participate in the pep assembly games. Students can get selected for multiple games. c) What is the probability of choosing four students for the last game who are all looking forward to the football game? 774/2050 * 773/2049 * 772/2048 * 771/2047 = 0.020

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