If two shot putters have the same release speed and angle, which is generally advantageous for range?

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Multiple Choice

If two shot putters have the same release speed and angle, which is generally advantageous for range?

Explanation:
Release height matters for range. When two shot putters throw with the same release speed and angle, the one who releases from a higher position tends to cover more horizontal distance because the shot stays in the air longer. Reason: the time of flight depends on the vertical motion. Starting from a height h, the equation for the flight time t involves the term sqrt((v sin θ)² + 2 g h). A larger h increases t, and since horizontal distance is the horizontal speed times flight time (R = v cos θ · t), a longer flight time yields a greater range. A taller athlete typically releases from a higher point, so their shot travels farther under these conditions.

Release height matters for range. When two shot putters throw with the same release speed and angle, the one who releases from a higher position tends to cover more horizontal distance because the shot stays in the air longer.

Reason: the time of flight depends on the vertical motion. Starting from a height h, the equation for the flight time t involves the term sqrt((v sin θ)² + 2 g h). A larger h increases t, and since horizontal distance is the horizontal speed times flight time (R = v cos θ · t), a longer flight time yields a greater range. A taller athlete typically releases from a higher point, so their shot travels farther under these conditions.

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