Question 1 (1 point) A grocery store sells 11 different flavours of jelly powder. How many selections of 7 different flavours could a customer buy? 1 663 200 5040 330 77 Question 2 (1 point) Consider 5 points no three of which are collinear (on the same line) How many triangles can you draw with vertices from these points? Your Answer: Answer MacBook ProQuestion 3 (1 point) The number of diagonals that can be drawn in a eight sided polygon is 28 10 18 20 Question 4 (1 point) A tennis club has 10 members. If each member must play every other member twice. Determine the number of games that must be scheduled. Your Answer: Answer MacBook ProQuestion 5 (1 point) A school committee consists of 1 vice-principal, 2 teachers, and 3 students. The number of different committees that can be selected from 2 vice-principals, 5 teachers, and 22 students is Your Answer: Answer Question 6 (1 point) In a group of 20 people, there are 6 females. Determine the number of 4-member committees consisting of at least 1 female that can be formed. Your Answer: AnswerQuestion 7 (1 point) While at the dollar store, Ali finds 14 items at $1 each that he wants, but he only has $2. The number of ways he could select which items to buy is 14 CO + 14 C1 + 14 (2 (14 P0 ) ( 14 P 1 ) ( 14 P 2 ) (14 Co)(14 ( 1)(14 (2) 14 Po + 14P1 + 14P2 Hide hint for Question 7 Ali can spend 0, 1, or 2 dollars. MacBook ProQuestion 8 (1 point) How many different arrangements of the letters DAFIERT can be made using exactly 2 vowels and exactly 2 consonants? Your Answer: Hide hint for Question 8 Choose the letters and then arrange them. Question 9 (1 point) After everyone had shaken hands once with everyone else in a room, there was a total of 66 handshakes. How many people were in the room? Your Answer: MacBook ProYour Answer: A/ Question 10 (2 points) Solve each of the following for n. Put the values of n in order, from smallest to largest. Record this order by listing the number of each equation. Example: if the smallest n-value was in equation 1), the next one in equation 2) then 3) and the largest in equation 4), then you would enter 1234 in the answer box below. 1) ,C1 = 18 3) ,C3 = 3(, P2) 2) 8P = 336 4) nP3 = 2(, C4) Your