Asked by ucsb
if f(x)=(2^(1/2))(x^3-6x^(1/2)+7), find f'(9)
Answers
Answered by
jai
first get its derivative,, recall some techniques on how to derive~
the derivative of this function is:
f'(x) = [sqrt(2)]*{3x^2 - [3/(sqrt(x))}
substituting the value of x (which is 9):
f'(9) = [sqrt(2)]*{3(9)^2 - [3/(sqrt(9))}
f'(9) = [sqrt(2)]*(243 - 1)
f'(9) = 242*sqrt(2)
so there,, :)
the derivative of this function is:
f'(x) = [sqrt(2)]*{3x^2 - [3/(sqrt(x))}
substituting the value of x (which is 9):
f'(9) = [sqrt(2)]*{3(9)^2 - [3/(sqrt(9))}
f'(9) = [sqrt(2)]*(243 - 1)
f'(9) = 242*sqrt(2)
so there,, :)
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