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1- F(x) = (x3 + 4x)7, 2- F(x) = √4 1 + 2x + x3, 3- g(t) = 1/(t4 + 1)3, 4- y = cos(a3 + x3), 5- y = e−mx, 6- g(x) = (1 + 4x)5(3 + x − x2)8, 7- y = (2x −25)4(8x2 − 5)−3, 8- y = xe(−x ), 9- y = excos(x), 10- y = tg(cos(x)), 11- y = 2sen(πx), 12- F(x) = (x2 − x + 1)3, 13- f(x) = (1 + x4)2/3, 14- y = a3 + cos3(x), 15- y = 4 sec(5x), 16- h(t) = (t4 − 1)3(t3 + 1)4, 17- y = (x2 + 1)(x2 + 2)1/3, 18- F 0(x) = 7(x3 + 4x)6(3x2 + 4), 19- F 0(x) = 3(x2x + 1)2(2x1), 20- F 0(x) = (2 + 3−x√32)/(4 p4 (1 + 2− x + x3)3), 21- f0(x) = 8x3/(31 + x4), 22- g0(t) = −12t3/(t4 + 1)4, 23- y0 = −3x2 sen(a3 + x3), 24- y0 = −3 sen(x)cos2(x), 25- y0 = −me−mx, 26- g0(x) = 4(1 + 4x)4(3 + x − x2)7(17 + 9x − 21x2), 27- y0 = 8(2x − 5)3(8x2 − 5)−3 − 48x(2x − 5)4(8x2 − 5)−4, 28- y0 = 2x(x2 + 2)1/3[1 + (x2 + 1)/(3(x2 + 2))], 29- y0 = e(−x2)(1 − 2x2), 30- y0 = −e−5x(3 sen(3x) + 5 cos(3x),
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