Question: PLEASE MAKE WRITING AND FORMAT CLEAR! A sphere is expanding with time. Assume that the volume of the sphere is V= = (t) = t2

 PLEASE MAKE WRITING AND FORMAT CLEAR! A sphere is expanding withtime. Assume that the volume of the sphere is V= = "(t)= t2 + 2. What is the formula for the rate ofchange of the volume of the balloon, with respect to time?4TT 3A sphere is expanding with time. Assume that the volume of thesphere is V=- 3 r(t) = to + 2. What is theformula for the rate of change of the volume of the balloon,with respect to time?A triangle with constant base b and height h

PLEASE MAKE WRITING AND FORMAT CLEAR!

is changing with time where h(t) = 3t + 1. What isthe rate of change of the area of the triangle when t= 1?A square with side x cm, is changing with time wherex(t) = 3t + 1. What is the rate of change ofthe area of the square when t = 2 seconds?What function shouldbe used to maximize the volume of an open box whose surfacearea is equal to 20 where the box has a square bottom?h X XWhat function should be used to maximize the volume ofa closed box whose surface area is equal to 16 where thebox has a square bottom? h X X\fWhat point on the function,

A sphere is expanding with time. Assume that the volume of the sphere is V= = "(t) = t2 + 2. What is the formula for the rate of change of the volume of the balloon, with respect to time?4TT 3 A sphere is expanding with time. Assume that the volume of the sphere is V=- 3 r(t) = to + 2. What is the formula for the rate of change of the volume of the balloon, with respect to time?A triangle with constant base b and height h is changing with time where h(t) = 3t + 1. What is the rate of change of the area of the triangle when t = 1?A square with side x cm, is changing with time where x(t) = 3t + 1. What is the rate of change of the area of the square when t = 2 seconds?What function should be used to maximize the volume of an open box whose surface area is equal to 20 where the box has a square bottom? h X XWhat function should be used to maximize the volume of a closed box whose surface area is equal to 16 where the box has a square bottom? h X X\fWhat point on the function, y = 3x- is the closest to (0, 1)?Jim is running along a parabolic track where his position can be described as y = 332. He knows that his friend is waiting for him at position {0. 1L which is not on the track. Where will Jim he the closest to his friend? An object is traveling along a path described by = \\* +3 . Where along that path will the object be the closest to the point (2, 0)

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