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Question

11x2dx does not have a finite value

A
False
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B
True
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Solution

The correct option is A False
Let’s calculate its value.
In such cases where we have to deal with infinity as the limits of definite integral, we’ll change the limit which is not finite to a variable and then put the limits.
11x2dx=limaa11x2dx
= lim a(1x)|a1 Since, 1x2dx=(1x)
=0(1)=1

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