Suppose the rate at which ice in a skating pond is melting is given by $\frac{d V}{d t}=8 t+1$ , where V is the volume of the ice in cubic feet, and t is the time in minutes.Use a definite integral to find how many cubic feet of ice have melted in the first 2 minutes.

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The Answer of Suppose the rate at which ice in a skating pond is melting is given by $\frac{d V}{d t}=8 t+1$ , where V is the volume of the ice in cubic feet, and t is the time in minutes.Use a definite integral to find how many cubic feet of ice have melted in the first 2 minutes.

Suppose the Rate at Which Ice in a Skating Pond dVdt=8t+1\frac{d V}{d t}=8 t+1dtdV​=8t+1

Suppose the Rate at Which Ice in a Skating Pond $\frac{d V}{d t}=8 t+1$