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=> f(x) =
=> f'(x) =
=> f'(x) = (21/2)x²√x + 18x
2.) y = -4cos(2x + 3)
Gunakan aturan rantai,
=> y' = -4*(2x+3)'*[cos(2x+3)']
=> y' = -4*2*-sin(2x+3)
=> y' = 8sin(2x + 3)
3.) f(x) = sin(3x - 30°)
=> f'(x) = 3 cos(3x - 30°).
=>
=>
4.) f(x) = 5x²cos2x
=> Misalkan u(x) = 5x² dan v(x) = cos2x.
=> u'(x) = 10x dan v'(x) = -2sin2x.
=> f'(x) = u'(x)v(x) + u(x)v'(x)
=> f'(x) = 10xcos2x - 10x²sin2x
=> f'(x) = 10x(cos2x - xsin2x)