Calculus differentiation

Section 15.6 Follow-up Exercises In Exercises 1-38, determine f' (x). 1 f(x) = (1-4x3)5 2 f (x) = (7x2-3x + 1)3 3 f(x) = (23 - 2x+5) 4 f(x) = (5x3 + 1) 5 f ( x) = 1-5x3 6 f (x) =Vx2- 2x+5 7 f(x) = 1/ Vx2 - 1 8 f (x) = 1/(x2+9) 9 f (x) = ex 10 f(x) = ex saimaged al in 11 f(x) = 10ex ()) gaisetser mein vid coldong 12 f(x) = -5ez/2 13 f(x) = (5ex)s 14 f(x) = 3x2ez 15 f(x) = 4xex' 16 f(x) = (ex -5) 17 f(x) = ex-25+5 18 f(x) =10ex-23 19 f(x) = ex/ x 14 (1-426 -41- 20 f(x) = 2x2/ex 21 f(x) = (ex)3 22 f (x) = Ve23 23 f (x) = In(5x) an pliserib bavol 24 f(x) = In(x/2) 25 f (x) = In(x2 - 3) 26 f(x) = In(x3 - 2x2+5) 27 f (x) = x2 In x 28 f(x) = (x + 3) In x2 29 f(x) = 10x In x 30 f(x) = (In x)3 31 f(x) = x - 1 In 3x 32 f(x) = (5x - In x) 33 f (x) = - In x 34 f(x) = In(x + 1) 35 f(x) = (x- 1)(6x -5) ()8 36 f(x) = 5x - 37 f (x) = (6x - 2) Vx2 - 5x + 3 38 f(x) = 3 (1 - x3)5x3 (9- 2x2) In the following exercises, find dy/dx. 39 y = f(u) = 5u + 3 and u = g(x) = -3x + 10 we lose aift gaijinwall 40 y = f(u) = u2 - 5 and u = g(x) = 10x - 3 41 y = f(u) = u2 - 2u + 1 and u = g(x) = x2 42 y = f(u) = us and u = g(x) =x2 + 3x+1 43 y= f(u) = 10 - 5us and u = g(x) = -x + x3 44 y = f(u) = u* - u2 + 1 and u = g(x) = x2 - 4 45 y = f(u) = Ju and u = 8(x) =x2/2 4 8) 46 y= f(u) = Vu2 - 1 and u = g(x) =x4 218+ 47 y = f(u) = (u -3) and u = g(x) = x2 - 2x 48 y = f(u) = u' and u = g (x) = Vx 49 y = f(u) = e" and u - g(x) = 2x2 - 5x 50 y = f(u) = e" and u = g(x) = x2 -5 51 y= f(u) = In(5u - 3) and u = g(x) = 4x3 - 3x2 52 y = f(u) = 10 In(15 - u3) and u = g(x) = x2 - 2x + 5