Suppose x sim explambda and y sim expmicro are independent
Suppose X ∼ Exp(λ) and Y ∼ Exp(µ) are independent. Assume that λ 6= µ.
a). Let T = X + Y . Find fT (t) by using a convolution formula.
b). Let W = Y/X. Find fW (w).
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suppose x sim explambda and y sim expmicro are independent assume that lambda 6 microa let t x y find ft t by using
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