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If ?[(g(x)*(g’(x)/(-2)*(d(1/(g’(x)) 2 )/dx) dx = d(1/(g’(x)) 2 )/dx – g(x)/(g’(x)), find the value of g(sin x)/(px^2) at x = 1/(2p). The answer given is 2, but how to find g(x) first?

If ?[(g(x)*(g’(x)/(-2)*(d(1/(g’(x))2)/dx) dx = d(1/(g’(x))2)/dx – g(x)/(g’(x)), find the value of g(sin x)/(px^2) at x = 1/(2p).
 
The answer given is 2, but how to find g(x) first?

Grade:12

1 Answers

Aaron Stone
12 Points
7 years ago
The question mark in the above question is actually integral sign.

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