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The probability the spinner stops on red is 1//5. How many times should it land on red if you spin it 35 times?

1515. The probability the spinner stops on red is 1/5 1 / 5 . How many times should it land on red if you spin it 3535 times?

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Q. 1515. The probability the spinner stops on red is 1/5 1 / 5 . How many times should it land on red if you spin it 3535 times?
  1. Given Probability: We are given the probability of the spinner landing on red as 15\frac{1}{5}. To find the expected number of times the spinner will land on red after 3535 spins, we need to multiply the total number of spins by the probability of landing on red.\newlineCalculation: 3535 spins ×(15 probability of red)=355=7\times \left(\frac{1}{5}\text{ probability of red}\right) = \frac{35}{5} = 7

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