if y =
then
is equal to
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Answer:
=ex−e−x
and y2=e2x+e−2x+2
y2−4=e2x+e−2x−2
y2−4=∣ex−e−x∣
and we know that for x>0y2−4=ex−e−x=dxdy
and for x<0y2−4=−(ex−e−x)=dx−dy
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Answer:
- Your answer is ....
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