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A raindrop was 18meters above the ground, falling straight down at a constant velocity. It took the raindrop 3seconds to fall half the distance to the ground. What was the raindrop's velocity?

Question

A raindrop was 18meters above the ground, falling straight down at a constant velocity. It took the raindrop 3seconds to fall half the distance to the ground. What was the raindrop's velocity?

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Solution

To find the velocity of the raindrop, we need to use the formula for velocity which is distance divided by time.

Step 1: Determine the distance the raindrop fell in the given time. The problem states that the raindrop fell half the distance to the ground in 3 seconds. Since the total distance from the ground is 18 meters, half of this distance is 18/2 = 9 meters.

Step 2: Now that we know the distance, we can find the velocity by dividing the distance by the time. The time given is 3 seconds. So, the velocity is 9 meters / 3 seconds = 3 meters/second.

Therefore, the velocity of the raindrop was 3 meters per second.

This problem has been solved

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