A potato is cooking in an oven.Explain in words what $\frac{1}{35-0} \int_{0}^{35} F(t) d t \approx 300$ means if $F(t)$ is the temperature of the potato, in degrees Farenheit, and t is time, in minutes.

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The Answer of A potato is cooking in an oven.Explain in words what $\frac{1}{35-0} \int_{0}^{35} F(t) d t \approx 300$ means if $F(t)$ is the temperature of the potato, in degrees Farenheit, and t is time, in minutes.

A Potato Is Cooking in an Oven 135−0∫035F(t)dt≈300\frac{1}{35-0} \int_{0}^{35} F(t) d t \approx 30035−01​∫035​F(t)dt≈300

A Potato Is Cooking in an Oven $\frac{1}{35-0} \int_{0}^{35} F(t) d t \approx 300$