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Question

Ify=esin1x, then (1x2)y2xy1=


A

0

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B

1

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C

y

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D

2y

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Solution

The correct option is C

y


y=esin1x,y1=y1x2

y21(1x2)=y2
2y1y2(1x2)+y21(2x)=2yy1
(1x2)y2xy1=y


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