The sides of a square baseball diamond are $90 \mathrm { ft }$ long. When a player who is between the second and third base is $30 \mathrm { ft }$ from second base and heading toward third base at a speed of $24 \mathrm { ft } / \mathrm { sec }$, how fast is the distance between the player and home plate changing? Round to two decimal places.

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The Answer of The sides of a square baseball diamond are $90 \mathrm { ft }$ long. When a player who is between the second and third base is $30 \mathrm { ft }$ from second base and heading toward third base at a speed of $24 \mathrm { ft } / \mathrm { sec }$, how fast is the distance between the player and home plate changing? Round to two decimal places.

The Sides of a Square Baseball Diamond Are 90ft90 \mathrm { ft }90ft

The Sides of a Square Baseball Diamond Are $90 \mathrm { ft }$