Problem 1. (1 point) Problem 4. (1 point) Find an antiderivative F(x) of /(x) = 9x - vx. Evaluate the sum: F(X) = 250 Answer(s) submitted: *=50 Answer(s) submitted: (incorrect) (incorrect) Problem 5. (1 point) Problem 2. (1 point) Find an antiderivative G of g (z) = Evaluate the limit lim E ST. G(@) = Answer(s) submitted: lim > SE = (incorrect) Answer(s) submitted: Problem 6. (1 point) (incorrect) Find the equation of the curve that passes through the point (4, 8) if its slope is given by Problem 3. (1 point) dy - =7.x -5. Consider the integral / 75dx. Which of the following ex- y= pressions represents the integral as a limit of Riemann sums? Answer(s) submitted: # 4 2+ 1 . A. lim ) - " 1+ (2+ 4)5 (incorrect) 2+ - . B. lim > 1 1+(2+4) Problem 7. (1 point " 4 2+ + Calculate the following antiderivatives: . C. lim ) - myn 1+ (2+ -) 1 6 . D. lim $ 2 2+ 9 (a) 61 - 613 - 8d1 =. +C. 18 14 (2+5) 2+ 0 (b) +C. . E. lim $ 23/4 +6.5 vudu = 1 1+ (2+ 5 ) " 6 2+ . F. lim () 7,6 dx = IC. 1 +on 1+ (2+" ) Answer(s) submitted: Answer(s) submitted:Problem 8. (1 point) Problem 11. (1 point) Find an antiderivative P of p(s) = 7sin(7s) . Evaluate the definite integrals P(S) = ) Vidi=. Answer(s) submitted: (incorrect) of Vidx=. Problem 9. (1 point) Answer(s) submitted: Find an antiderivative P of p(s) = 3sin(35) . P(8) =. (incorrect) Answer(s) submitted: Problem 12. (1 point) (incorrect) Evaluate the indefinite integral: (7el + 4 sec- u) du = + C. Problem 10. (1 point) Answer(s) submitted: Evaluate the definite integrals (incorrect) 2) [ (9x7 + 4x - 1)dx=_ Problem 13. (1 point) Evaluate the definite integral. Your answer will be a function of x. (-41 -6)di = b) / ( x + 5)- dx = _ Answer(s) submitted: (incorrect) e) [ ( - 5 )dx = Problem 14. (1 point) Answer(s) submitted: "cos(x) Let y = / (41 + 10sin(1)) dr. Use the Fundamental Theorem of Calculus to find y'. (incorrect) Y= _ Answer(s) submitted: [incorrect)