# by reversing the order of integration 7y = x y = .pdf

A

by reversing the order of integration 7y = x y = x/7 so limits of y goes from 0 to x/7 & limit of x goes from 0 to 7 I = e^x^2dydx integrating wrt y I = ye^x^2dx applying limits of y I = 1/7.xe^x^2dx integrating wrt x I = 1/14.e^x^2 applying limit of x I = 1/14.[e^49 - 1] Solution by reversing the order of integration 7y = x y = x/7 so limits of y goes from 0 to x/7 & limit of x goes from 0 to 7 I = e^x^2dydx integrating wrt y I = ye^x^2dx applying limits of y I = 1/7.xe^x^2dx integrating wrt x I = 1/14.e^x^2 applying limit of x I = 1/14.[e^49 - 1].

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### by reversing the order of integration 7y = x y = .pdf

• 1. by reversing the order of integration 7y = x y = x/7 so limits of y goes from 0 to x/7 & limit of x goes from 0 to 7 I = e^x^2dydx integrating wrt y I = ye^x^2dx applying limits of y I = 1/7.xe^x^2dx integrating wrt x I = 1/14.e^x^2 applying limit of x I = 1/14.[e^49 - 1] Solution by reversing the order of integration 7y = x y = x/7 so limits of y goes from 0 to x/7 & limit of x goes from 0 to 7 I = e^x^2dydx integrating wrt y I = ye^x^2dx applying limits of y I = 1/7.xe^x^2dx integrating wrt x I = 1/14.e^x^2 applying limit of x I = 1/14.[e^49 - 1]
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