Question: D 2. (0403 LC) Assume that the length and width of a rectangle is a differentiable function of t, and let P be the perimeter

D 2. (0403 LC) Assume that the length and width of a rectangle is a differentiable function of t, and let P be

the perimeter of the rectangle Find an equation that relates the rate

of change for perimeter of the rectangle (1 point) 4. (04.03 MC)

D 2. (0403 LC) Assume that the length and width of a rectangle is a differentiable function of t, and let P be the perimeter of the rectangle Find an equation that relates the rate of change for perimeter of the rectangle (1 point) 4. (04.03 MC) V = ~xr2h. dV dr dh The radius r, height h, and volume V of a cone are related by the equation How is dt related to di and dt if neither r nor h is constant? (1 point) V = ~ar2h dv dv -ar2 dr dh dt ath at dv dt 3 It (r2 an + 2th dry

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