Question: Question 13 (1 point) Fill in the blank. Read the following scenario and in the blank place an M for mutually exclusive and N for

 Question 13 (1 point) Fill in the blank. Read the followingscenario and in the blank place an M for mutually exclusive andN for not mutually exclusive Getting an 80% or 90% on amath test Question 14 (1 point) Fill in the blank. Read the
following scenario and in the blank place an M for mutually exclusiveand N for not mutually exclusive. Drawing a card that is aheart or a 5 Question 15 (1 point) Fill in the blank.Read the following scenario and in the blank place an M for

Question 13 (1 point) Fill in the blank. Read the following scenario and in the blank place an M for mutually exclusive and N for not mutually exclusive Getting an 80% or 90% on a math test Question 14 (1 point) Fill in the blank. Read the following scenario and in the blank place an M for mutually exclusive and N for not mutually exclusive. Drawing a card that is a heart or a 5 Question 15 (1 point) Fill in the blank. Read the following scenario and in the blank place an M for mutually exclusive and N for not mutually exclusive. Flipping a coin and getting heads or tails Q/ Question 16 (4 points) The Food Network polled 38 viewers on what Thanksgiving items people prefer to eat. They were asked if they prefer Stuffing (8), Turkey (T) or Pie (P). The results are displayed in the Venn Diagram below. However, some of the numbers have been replaced with A, B, C and D In Blank #1, place the number for A, in blank #2, place the number for B etc. - 3 like turkey, stuffing, and pie 8 like turkey and pie 5 like stuffing and pie 11 like turkey and stuffing 1? like stufng 25 like turkey 13 like pie Blank at 1 l l a, Blank at 2 l l a, Blank # 3 l l a, Blank # 4 l l a, Question 17 (3 points) Explain the difference in between the notations below when referring to set A. Be very clear and specific with respect to the notation and 1. Type your answer below. a)A= {1] b)n(A) = 1 c) P(A) = 1 Question 18 (4 points) Sue is organizing a movie night for the grade 8's at her school. She knows that 60 kids will be attending. If 33 of them like horror movies, 28 like comedy and 14 like neither, how many students will like comedy and horror? Show a formula in your solution and show all work. ||||

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