A food truck sells tacos, burritos, and drinks. Let event A = A customer buys a taco. Let event B = A customer buys a drink. What does P (A or B) = 0.55 mean in terms of this problem?

Question

Amaris Morton

Mathematics

10 July, 16:47

A food truck sells tacos, burritos, and drinks. Let event A = A customer buys a taco. Let event B = A customer buys a drink. What does P (A or B) = 0.55 mean in terms of this problem?

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Answers (2)

Know the Answer?

Rayna Swanson · Answer 1

divide 0.55 and split it evenly and make into a fractions

Lynn · Answer 2

The probability that a customer buys a taco or a drink is 55%.

Step-by-step explanation:

P (A or B) means the probability that either A happens or B happens. In this case, A is that a customer buys a taco and B is that a customer buys a drink. This means that P (A or B) is the probability that a customer buys a taco or a drink.

0.55 is read as "55 hundredths"; this makes it the fraction 55/100, which is also 55%.

Since the probability equals 55%, this means the probability of a customer buying a taco or a rink is 55%.