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Which of the following represents the expected value?

Multiple select question.

σ2

μ

Var(X)

σ

SD(X)

E(X)

Need help? Review these co

ncepts:

- Expected value (E(X)) represents the average value of a random variable.
- Variance (Var(X)) measures the spread or dispersion of a random variable.
- Standard deviation (SD(X)) is the square root of the variance and measures the average amount by which each value in the distribution differs from the expected value.
- µ represents the population mean.
- σ represents the population standard deviation.

Based on these definitions, the expected value is represented by:
- μ (population mean)
- E(X) (expected value)

To select all the options that represent the expected value, we need to identify the correct notation for the expected value.

The expected value of a random variable X is denoted as E(X) or μ. Therefore, the options that represent the expected value are:

- μ (as denoted in the question)
- E(X)