(a) Determine the value of k for a valid pdf.(b) Complete the cdf of X .(c) What is the expected total deduction on a randomly chosen form?(d) Let Y = ln(X /5), where ln(·) is natural logarithm. Determine the pdf as wellas the cdf of Y , and further identify which common distribution that Y follows? Suppose a particular state allows individuals filing tax returns to itemize de-ductions only if the total of all itemized deductions is at least $5000. Let X (in1000s of dollars) be the total of itemized deductions on a randomly chosen form.Assume that X has the pdfx>5,f(x) =otherwise.

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(a) Determine the value of k for a valid pdf. (b) Complete the cdf of X . (c) What is the expected total deduction on a randomly chosen form? (d) Let Y = ln(X /5), where ln(·) is natural logarithm. Determine the pdf as well as the cdf of Y , and further identify which common distribution that Y follows

(a) Determine the value of k for a valid pdf. (b) Complete the cdf of X . (c) What is the expected total deduction on a randomly chosen form? (d) Let Y = ln(X /5), where ln(·) is natural logarithm. Determine the pdf as well as the cdf of Y , and further identify which common distribution that Y follows

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter4: Eigenvalues And Eigenvectors

Section4.6: Applications And The Perron-frobenius Theorem

Problem 17EQ

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