AP CALC AB :: WORKED OUT PROBLEMS :: PROBLEMS VIII:: Please refer to the images below for a step-by-step work out of problems. We will go over it during next lunch tutoring session ::
1) A container is in the form of a right circular cone with radius 4 inches, height 16 in., vertex pointing down. Water is poured into container at constant rate of 16 in^3 per second. How fast is water level rising when water is 8 inches deep?
2) lim x to infinity (3-e^(1/2-1/x^2))
3) The area of the region completely bounded by curves y= -x^2 + 3x - 2 and y= x^2 -1 is______.
1) A container is in the form of a right circular cone with radius 4 inches, height 16 in., vertex pointing down. Water is poured into container at constant rate of 16 in^3 per second. How fast is water level rising when water is 8 inches deep?
2) lim x to infinity (3-e^(1/2-1/x^2))
3) The area of the region completely bounded by curves y= -x^2 + 3x - 2 and y= x^2 -1 is______.
