MTH 140 Final: MTH140 - W2018 Final (Solution)
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Then g (x) is equal to: (multiple choice question) let g(x) = 1: 3x2 sec(ex3, sec(ex3, sec(ex) 2. (multiple choice question) the value of lim x 1 x1/(1 x) is: 1. 1 e: does not exist, e, none of these. 3. (multiple choice question) let f (x) = sinh(ln x). Then f (x) is equal to: cosh(ln x: cosh( 1 x) 1 x2 x: 1 , cosh(ln x) Write the (capital) letter of the answer in this box. Only the answer in the box will be marked. 1 sin(ln x) x dx dx = 2 x. Solution: let u = ln x = 1. 2 ln 1 = 0 and when x = e , y = 1 e . 0 = 2(0 1) = 2 sin(u) du sin(ln x) Solution: let u = x3 + 1, so du = 3x2 dx and x3 = u 1.