ee of 4 people to be formed from a pool of 15 students ( 7 from UCF and 8 from UF). In how many ways can that be done knowing that every committee must have at least one UCF student? C(14, 3) C(14,4)-1 e None of the above Four cash prizes (s5000, $2000. 500 and $250 to be awarded to 4 students selected randomly from 15 students 7 from UCF and 8 from UF). In how many ways the prizes can awarded? P(741+P(8.4) P(15.4) C/15.1)-C(14.2)+C(13,3)+C(12.4) In any group of 50 students, at least two of them have the same major. There are 25 different majors in this coege True False Four cash prizes ($5000, $2000, $500 and $250) to be awarded to 4 students selected randomly from 15 students 7 from UCF and 8 from UF). What is the probability that all the prizes are awarded to UCF students? @ 100% 7/15 (76'5-4/115 14 13 12) None of the above