The probability of a coin landing on heads when it is flipped is (1)/(2) If Jessica flips a coin 6 times how many times should she expect to get heads?

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The probability of a coin landing on heads when it is flipped is (1)/(2) If Jessica flips a coin 6 times how many times should she expect to get heads?

Answer 1

After performing the calculation, we find that Jessica should expect to get heads 3 times.

Answer 2

## Step 1: First, we need to understand the problem. Jessica is flipping a coin 6 times. The probability of getting a head in each flip is \( \frac{1}{2} \). ## Step 2: To find out how many times she should expect to get heads, we need to multiply the total number of flips by the probability of getting a head. ### Formula: \( \text{Expected outcome} = \text{Total number of trials} \times \text{Probability of each trial} \) ## Step 3: Substitute the given values into the formula. The total number of trials is 6 (the number of times Jessica flips the coin), and the probability of each trial (getting a head) is \( \frac{1}{2} \). ### Calculation: \( \text{Expected outcome} = 6 \times \frac{1}{2} \)

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The probability of a coin landing on heads when it is flipped is (1)/(2) If Jessica flips a coin 6 times how many times should she expect to get heads?

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