Question 11(Multiple Choice Worth 10 points) (08.02 MC) At the time a hamburger is taken off the grill, its temperature is 160 degrees Fahrenheit. The hamburger's temperature then decreases at a rate of H(t) = 23e-0.05 degrees Fahrenheit per minute, where t is the time in minutes since the hamburger was taken off the grill. Which of the following integrals would give the temperature of the hamburger at t = 5 minutes? O 160 + Jo H(t) dt 160 + JR H(t) dt O 160 - 18 H(t) dt O 160 - , H(t) dtQuestion 12(Multiple Choice Worth 10 points) (07.02 MC) A slope field for which of the following differential equations is shown? O - dy = x + y dx O . dy = x+ yz Oy = x2 +y dx dy = x 2 + 2 dx\fQuestion 14(Multiple Choice Worth 10 points) (06.05 MC) Consider the function g that is continuous on the interval [-10, 10] and for which Jog(x)dx = -12. What is folg(x) +3]dx? O-15 O-9 18 30Question 15(Multiple Choice Worth 10 points) (06.09 MC) 3x2 +30 dx = x2 + 25 3x-45In x2 + 25|+ C ( 3x +45In x2 + 25|+ C 3x -9arctan 5 3x +9arctan