Understanding Different Ways to Express Probability: Fractions, Decimals, and Percentages

Which of the following are ways to express the same probability? Check all that apply.

In order to determine which expressions represent the same probability, we need to understand the different ways in which probabilities can be expressed

In order to determine which expressions represent the same probability, we need to understand the different ways in which probabilities can be expressed. The most common ways to express probability are fractions, decimals, and percentages.

Let’s consider the given options and determine which expressions are equivalent:

1. 1/2 – This is a fraction representing a probability of 1 out of 2. It can also be expressed as a decimal and a percentage.

2. 0.5 – This is a decimal representing a probability of 0.5 out of 1. It can also be expressed as a fraction and a percentage.

3. 50% – This is a percentage representing a probability of 50 out of 100. It can also be expressed as a fraction and a decimal.

All three expressions: 1/2, 0.5, and 50% represent the same probability. Therefore, all of the given options apply.

More Answers:

Understanding Probability: Impossible and Certain Events Explained
Determining Events with a Probability of 1: Explained with Examples
Understanding Probabilities: Values That Cannot Represent the Probability of an Event

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