These are my questions. Please answer ASAP. Thanks a lot!

This question is about random samples from the uniform(0, 1) distribution. Recall that for a sample of size M from a uniform (0, 1) distribution, the expected value of the largest value in the sample is: M M+ 1 and the expected value of the second-largest value in the sample is: M M+1 Suppose that M = 6. Answer the following. Round answers to three decimals. Q2.1 1 Point What is the expected value of the highest value for a sample of size M = 6 from the uniform(0, 1) distribution? (Enter your answer as a decimal) Enter your answer hereQ2.2 1 Point What is the expected value of the second-highest value for a sample of size M = 6 from the uniform (0, 1) distribution? (Enter your answer as a decimal) Enter your answer hereQ2.3 1 Point Consider the following five random samples with 6 draws each from a uniform (0, 1) distribution in which the values have been ordered from lowest to highest: Sample 1: {0.009, 0.050, 0.113, 0.487, 0.499, 0.685} Sample 2: {0.647, 0.721, 0.828, 0.831, 0.897, 0.898} Sample 3: {0.340, 0.368, 0.495, 0.619, 0.834, 0.957} Sample 4: {0.096, 0.292, 0.299, 0.744, 0.752, 0.978} Sample 5: {0.019, 0.212, 0.389, 0.475, 0.524, 0.864} Find the average of the highest values from the 5 samples. Enter your answer here