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Question

0π2cosx2dx=


A

1

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B

-2

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C

2

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D

0

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Solution

The correct option is C

2


Explanation for the Correct Answer:

Finding the value of the given integration,

0π2cosx2dx=0π2cosx2dxcosx=cosx;-π2xπ2=sinx2120π2=2sinπ4-sin0=212-0=2

Hence, option (C) is the correct answer.


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