If the probability that it will rain is .415 and the probability it will snow is .234, what is the probability it will not rain?

Given a six sided die and a fair coin, what is the probability of rolling an even number AND getting heads?

An experiment is run whereby a spinner is spun around a circle with 5 equal sectors that have been marked off as shown and a fair coin is flipped. Find the probability of an odd number OR a head.

A game wheel has 38 slots numbered 1-38, respectively. Matt places a bet on the odd numbers and Julie places a bet on the numbers 10, 11, 13, and 14. What is the probability of landing on an odd number or 10, 11, 13, or 14? (HINT: These events are NOT mutually exclusive!)

A basket holds 12 fruits, 5 are apples and 7 are oranges. If you take two fruits from the basket, without replacement, what is the probability that both will be apples?

Suppose that 30% of students take French, 80% of students take English and 60% of students take English but not French. What is the probability a student takes NEITHER class?

A suburban high school has a population of 1376 students. The number of students who participate in sports is 649. The number of students who participate in music is 433. If the probability that a student participates in either sports or music is  $\frac{974}{1376}$ , what is the number of students participating in both sports and music?

In a newspaper, there is an ad for a TV on sale at a store. In a marketing survey concerning the ad, 70% percent of the people surveyed said they read the ad, 30% said they would buy the TV, and 12% said they read the ad and will buy the TV. What percent of the people read the ad or are buying the TV?

Below is a Venn diagram displaying the results of a survey in which 120 boat owners participated in. “S” represents boat owners who prefer a sail and “M” represents boat owners who prefer a motor.  Find the probability, to the nearest hundredth, that a person preferred a sail OR a motor: