A. MULTIPLE CHOICE. Choose the letter of the BEST answer. Write the letter of your answers in an intermediate paper. (10 items, 10 points) 1. It is the set of all outcomes in an experiment? M) event A) sample space T) intersection H) probability 2. Which of the following is an event in a random experiment? M) tossing a coin T) randomly choosing a ball from a box A) getting a "5" when a die is rolled H) answering a multiple-choice question 3. Which of the following is an example of a compound event? M) drawing a heart and an ace from a deck of cards A) answering "true" in a true-or-false question T) obtaining a tail when tossing a coin H) choosing between soda and water 4. Which of the following is NOT an experiment M) randomly choosing a ball from a box T) tossing a coin A) getting a "5" when you roll a die H) answering a multiple-choice question 5. Three coins are tossed. What is the total sample space? M) 2 A) 4 T) 6 H) 8 6. Two fair dice are tossed. Find the number of outcomes of obtaining a pair of even numbers. M) 6 A) 9 T) 16 H) 32 7. A box contains 15 balls: 5 red, 5, blue, and 5 yellow. What is the sample space? M) 3 A) 5 T) 15 T) 125 8. Which of the following describes the sample space when two coins are tossed? M) ={(,} A) ={(,,,} T) ={(,} H) ={(,,} 9. When the events cannot occur at the same time, the events are _____. M) Random A) Mutually Exclusive T) Not Mutually Exclusive H) Compound 10. 10. 10. When the events occur at the same time, the events are _____. M) Random A) Mutually Exclusive T) Not Mutually Exclusive H) Compound B. PROBLEM SOLVING. Answer the following questions. Show your complete solution. (10 items, 10 points) 1. Find the probability of drawing a card from a standard deck and getting a jack or a six. 2. A box has 20 chips with numbers 1 to 20. What is the probability of drawing a chip that is even number and divisible by 3. 3. A spinner is numbered 1 - 12. If you spin it, find the probability of spinning an odd number or a number less than 9. 4. You roll a fair six-sided die. Solve for the probability of the number where the die shows an even number or a number greater than three. 5. If you are pick a card randomly from a standard deck of cards, find the probability of getting a jack or not a face card. 6. Ginny has a collection of socks and she keeps it in a bag. She has 6 white socks, 10 black socks, 8 blue socks, 14 red socks, 8 yellow socks, and 4 green socks. What is the probability of randomly pulling out a a. white, then another white socks (without replacement) b. black, then blue socks (with replacement) c. red, then yellow socks (without replacement) 7. Bella has a jar of candies. It contains 6 frutos, 10 potchi, 6 snowbear, and 8 mentos candies. She takes out candies without looking. What is the probability of taking out a frutos, and then potchi, provided that the frutos you first picked was not returned in the jar?