(a) f'(x) = -9e^(-3x) + 8
(b) f'(x) = 2xsen(√x) + cos(√x)
(c) f'(x) = (3x + 2) / 2(x+1)^(3/2)
(d) f'(x) = (4/5)(2x - x^2)^(2/5)cos(x^3) - 3(2x - x^2)^(2/5)sen(x^3)x
(e) f'(x) = -2e^(-x^2)tan(2x) + 4xe^(-x^2)sec^2(2x)
(f) f'(x) = -2√(x-1) - (2x/√(x-1))
(g) f'(x) = (3/2(x- x^3)^(1/2)) - (5/(x - x^3))
(h) f'(x) = 2/3 - (5/2)xe^(-5x/2)
(i) f'(x) = (3cot(3x-6))/sen(3x-6)
(j) f'(x) = 5(3x - cos(4x - 1))^4(3 + 4sen(4x - 1))
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