1a suppose mean is 30 and variance is 16 using chebyshevs inequalities determine the lower bound

Name: 1a suppose mean is 30 and variance is 16 using chebyshevs inequalities determine the lower bound for px 308 1b if the distribution of y is binomial b100 06 using chebyshevs inequalities dete 84972
Uploaded: 2022-02-24T21:34:38-08:00
Duration: 1 min 53 s
Channel: Cheng Zhang
Description: 1a suppose mean is 30 and variance is 16 using chebyshevs inequalities determine the lower bound for px 308 1b if the distribution of y is binomial b100 06 using chebyshevs inequalities dete 84972

Question

Cheng Zhang · Accepted Answer

Step 1: For the first part of the question, we are given that the mean is 30 and the variance is

Question

1a. Suppose the mean is 30 and the variance is 16. Using Chebyshev's inequalities, determine the lower bound for P(|X-30|<8). 1b. If the distribution of Y is binomial b(100, 0.6), using Chebyshev's inequalities, determine the upper bound for P(|Y100-0.6|<0.09).

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