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Roll a fair 7-sided die with numbers from 1 to 7 a total of 100 times. a) Find an approximate probability that the average roll

Roll a fair 7-sided die with numbers from 1 to 7 a total of 100 times. a) Find an approximate probability that the average roll is less than 3.8. b) There is an approximate 0.975 probability that the average is larger than what value?

I know I should use the central limit theorem. But how should I start?

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