The probability that a person in the United States has type B​+ blood is 8​%. Five unrelated people in the United States are selected at random.  Find the probability that all five have type B​+ blood. The probability that all five have type B​+ blood is:

A tennis club consists of 10 boys and 8 girls, of which 4 boys and 2 girls are randomly selected to represent the club at an event. Calculate the probability that Aiden, Brian, and Diana are chosen.

A desk drawer contains: 4 pairs of scissors, 10 paperclips, 5 rubberbands, 6 pens, 8 pencils, and 2 highlighters. You take out two items at random 1. Find the probability of picking two paperclips 2. Find the probability you pick one paperclip and one rubber band  3. Find the probability you pick two rubber bands

A cooler contains 100 ice cream bars. There are 30 Vanilla​ bars, 20 Mint Chocolate Chip​ bars,10 Chocolate​ bars, and 40 Rocky Road bars. If one bar is selected at random from the​ cooler, determine the probability that the bar selected is Vanilla​, Chocolate​, or Rocky Road.

In a group of 78 people; 24 drink tea and 31 drink coffee. Find the probability that a person picked from this group at random is either tea or coffee drinker?

In the US Congress, the Senate consists of 13 women and 87 men. The President randomly selects members of the Senate to sit in on his meetings. What is the probability of selecting 3 consecutive women? After selecting each person, you do not place them back in the selection pool.

A store has 4 red sport cars and 5 white sports car for sale. If two customers purchased a car, find the probability that one of each car was purchased.

Three people are selected for a committee from 5 Democrats and 3 Republicans. What is the probability the committee contains both Democrats and Republicans given that it contains at least two Democrats?

A high school baseball player has a 0.203 batting average. In one game, he gets 5 bats. What is the probability he will get at least 2 hits in the game?

A student randomly guesses at 7 multiple choice questions.  Each question has five possible answers.  What is the probability that the student gets exactly 3 correct answers?