1) Li rolls a special dice that has 12 sides labeled 1 through 12, then flips a penny. What is the probability, written as a simplified fraction, that she rolls a multiple of 3 and flips tails?
2) A bog contains 5 red marbles, 6 green marbles, and 3 blue marbles. If Cymra draws a marble, puts it back in the bag, then draws another marble, write a multiplication problem you would use to find the probability that both marbles drawn will be red.
3) If Cole flips a coin three times, what is the probability that he will flip three tails in a row?
4) Based on collected data from the past 5 basketball practices, Linda has a 32% for making her free throws. If she shoots 175 more times, how many will she expect to make based on her percetange?
5) Morgan has a deck of cards. She will choose one at random. What is the probability that she chooses a face card? (write as a simplified fraction)
6) Shaul made a password that consists of one lower case letter followed by two digits. The digits are different. How many possible passwords did Shaul choose from?
7) How many different ways can Tomas choose 3 shirts to pack for vacation from a choice of 7 shirts? (order doesn't matter)
8) The experimental probability that Ming will win a game of chance is 2/5. The experimental probability that Tyrell will win the same game is 5/8. If they each play 200 games, how many MORE games can Tyrell expect to win?
9) The probability of selecting a yellow car from the parking lot is 30%. What is the probability of NOT selecting a yellow car? (as a percent)
10) Choosing 2 co-captains for the team with 14 players. Would this be a Permutation or Combination?
11) A jar contains 3 yellow, 5 red, 4 blue, and 8 green candies. After a candy is selected, it is eaten. Find the probability of selecting two candies that are NOT green. (simplified fraction)
12) Marisol rolls two number cubes, each labeled 1 through 6, at the same time. What is the probability that the product of the numbers will be greater than 24? (simplified fraction) tree diagram might help
13) Leni can choose one type of juice; apple(A), orange(0) and grapefruit(G). She can choose one size small(S), medium(M) and large(L). What is the sample space of possible combinations?
14) A spinner has four equal-sized sections; red, blue, green and yellow. In the last 30 spins, the pointer landed on each color the number listed below.
Red=5 times
Blue=13 times Green 5 times
Yellow=7 times Find the experimental probability of getting a red or blue? (whole %)
15) Brad rented 6 movies. How many different ways can he watch all of these movies? (assuming he watches the movies only once, each)
16) Colin flips a coin, chooses a card from three that are marked 1, 2, and 3, then spins a spinner with equal sections of red, blue and green. How many different outcomes are possible?
17) In 2019, 72% of voters in Abilene voted for a new water park. If 30,000 people were set to vote this year, how many could you predict would NOT vote for the water park?
18) Saul's batting results for pre-season games are: Single=32 times, Double-18 times, Triple-14 times, Home Run-5 times, Watk=11 times, and Out=120 times. What is the probability that on the next up to bat, he will hit a homerun? (decimal percent)