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Question 22 (1 point) The equation of the vertical asymptote of the curve ? = =_ is: Question 23 (1 point) Determine the slope of

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Question 22 (1 point) The equation of the vertical asymptote of the curve ? = =_ is: Question 23 (1 point) Determine the slope of the tangent to the graph at x = 4.0: 12 y= 5 Give answers rounded to two decimal places. Your Answer: Answer Question 24 (1 point) Determine the slope of the tangent to the graph at x = 5.5: y = 5x4 Your Answer: AnswerQuestion 25 (1 point) A function y with the property that y = -y" is Question 26 (1 point) The derivative of y = Question 27 (1 point) Given that f (@) = vx - 1 for all x, evaluate: lim f(zth)-f(x) h-0 h when x = 2 Your Answer: Answer Question 28 (1 point) Determine the slope of the secant to the curvey = 20-+11x-8 between the values of x = 0 and x = 5. Round your answer to two decimal places. Your Answer: AnswerQuestion 29 (1 point) The derivative of y = 5% is Question 30 (1 point) Determine the slope of the tangent to the graph at x = 6: y = -16x + 13 Your Answer: Answer Question 31 (1 point) A function y = f(x) with the property that y = y' = y" is Question 32 (1 point) If y = edx , then the fourth derivative of the function is: Question 33 (1 point) Determine the slope of the secant to the curvey = 1va + 3 between the values of x = -2 and x = 2. Round answer to two decimal places. Your Answer: AnswerQuestion 34 (1 point) dy Determine du for: y =6x + 13.5 Your Answer: Answer Question 35 (1 point) If point (a, fla)) is a critical point of the function y = f(x), and f*(a) > 0, then the point is said to be a local Question 36 (1 point) dy Determine for: y =15 Your Answer: Answer Question 37 (1 point) The derivative of y = 2" isQuestion 38 (3 points) 207 y 10- C -2 X - 10- -20J D Examine the graph above. E 1. The point whose tangent line has A the steepest positive slope. 2. The point whose tangent line has B the steepest negative slope. 3. The point at which the tangent line has zero slope. 4. Point not described.Question 39 (1 point) The derivative of y = cos x is

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