Let U be a uniform random variable on (0, 1). Let V = U-a, a >...

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Let U be a uniform random variable on (0, 1). Let V = U-a, a > 0. a) Sketch a picture of the transformation V = U-a. Is the transformation monotone and one-to-one? b) Determine the CDF of V. Specify the possible values of v. c) Using the Inverse CDF Method give a formula that can be used to simulate values of V Let U be a uniform random variable on (0, 1). Let V = U-a, a > 0. a) Sketch a picture of the transformation V = U-a. Is the transformation monotone and one-to-one? b) Determine the CDF of V. Specify the possible values of v. c) Using the Inverse CDF Method give a formula that can be used to simulate values of V