The area of a circle with diameter ( d ) is given by ( A= frac{ pi d^{2}}{4} ). Calculate the rate at which the area of a circle is increasing when the diameter is ( 300 mathrm{~mm} ) and is increasing at a rate of ( 2 mathrm{~mm} / mathrm{s} ).

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The area of a circle with diameter  ( d  ) is given by  ( A= frac{ pi d^{2}}{4}  ). Calculate the rate at which the area of a circle is increasing when the diameter is  ( 300  mathrm{~mm}  ) and is increasing at a rate of  ( 2  mathrm{~mm} /  mathrm{s}  ).

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(Solved): The area of a circle with diameter \( d \) is given by \( A=\frac{\pi d^{2}}{4} \). Calculate the r ...

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