Let A = f(r) be the area of a circle with radius r and r...
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Let A = f(r) be the area of a circle with radius r and r = h(t) be the radius of the circle attime t.Which of the following statements correctly provides a practical interpretation of the composite function f(h(t)) ? Select all that apply if more than one is appropriate.A. The area of the circle which at time t has radius h(t) .B. The length of the radius of a circle with area A = f(r) at time t.C. The area of the circle at time t.D. The length of the radius at time t.E. At what time t the radius will be r = h(t).F. At what time t the area will be A = f(r).G. None of the above

Let A = f(r) be the area of a circle with radius r and r = h(t) be the radius of the circle attime t.Which of the following statements correctly provides a practical interpretation of the composite function f(h(t)) ? Select all that apply if more than one is appropriate.A. The area of the circle which at time t has radius h(t) .B. The length of the radius of a circle with area A = f(r) at time t.C. The area of the circle at time t.D. The length of the radius at time t.E. At what time t the radius will be r = h(t).F. At what time t the area will be A = f(r).G. None of the above
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