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100
A number cube has sides that are labeled 1 to 6. Fred rolls the number cube. What is the probability that he will roll a 3 or greater?
2/3
100
A bag contains 6 red marbles, 10 blue marbles and 24 green marbles. If Bob selects a marble for the bag without looking, what is the probability that he will pull out a green marble?
3/5
100
Tim flips a fair coin five times. What is the probability that he will flip a heads, tails, tails, tails, and heads?
1/32
100
The probability that Joe will hit the bull's eye is 24%. If he shoots 40 times about how many of them can he expect to a make?
about 10
200
Jon can choose from 2 different kinds of ice cream cones, 6 different ice cream flavors, and 3 different toppings. How many different outcomes are in the sample space?
36
200
The probability of an event is .894. What best describes the likelihood of this event?
The event is likely to occur.
200
A fish tank has 12 blue fish, 6 orange fish, and 10 green fish. If a fish is selected at random, which color is most likely to be chosen?
blue
200
A spinner is divided into six equal-size sections that are numbered 1, 2, 3, 4, 5, and 6. Tim spins the spinner. What is the probability that he spins a 4?
1/6
300
Ralph is shooting arrows at a target. The experimental probability that one will hit a bull's eye is 1/8. If Henry shoots 50 arrows, how many times can he expect to hit a bull's eye?
about 6
300
Ann flipped a coin 30 times. She flipped heads 12 times and tails 18 times. What is the experimental probability that Ann will flip tails on her next flip?
9/15
300
Bob rolls two number cubes, each with sides that are labeled 1 to 6. What is the probability that both number cubes show a number less than 5?
4/9
300
A pizza restaurant offers 2 types of crust, 6 types of meat toppings, and 2 types of sauce. How many different pizzas can be made with one type of crust, one type of meat, and one type of sauce?
24
400
The probability that George wins a certain game of chance is 1/15. If George plays the game 120 times, how many times can he expect to win the game?
8
400
(Using the table in #14 from your study guide) What is the experimental probability that the next student that she sees will have blue eyes?
7/12
400
(Using the table in #14 from your study guide) What is the experimental probability that the next student she sees will be a boy with blue eyes?
1/4
400
Fred flips a coin and spins a spinner that is divided into eight equal sections that are red, white, blue, green, purple, yellow, orange, and black. Write a list of possible outcomes.
Heads & red, heads & white, heads & blue, heads & green, heads & purple, heads & yellow, heads & black, tails & red, tails & white, tails & blue, tails & green, tails & purple, tails & yellow, tails & black
500
Tom randomly selects a number from the list of numbers below: 7, 8, -1, 0, 5, 3, 14, -14, 8

What is the probability that Tom will pick an odd number?

2/9
500
(Using the table in #18 from your study guide) What is the experimental probability that his next outcome will contain a 3?
2/5
500
Michael randomly picked 22 flowers from a garden. Eight of the flowers he picked were lilies. What is the experimental probability that the next flower he picks will NOT be a lily?
7/11
500
Charles planted a garden with equal numbers of watermelon, squash, cucumber, corn, and tomato plants. If he randomly selects a plant, what is the probability that it is a tomato plant?
1/5