A ball is positioned at the top of a 77.4 cm long ramp. After being released, it takes 1.8 seconds to reach the ramp's bottom. What was the ball's mean velocity while descending the ramp?(1 point)

Responses

24 cm/s
24 cm/s

1.4 cm/s
1.4 cm/s

43 cm/s
43 cm/s

2.3 cm/s

1 answer

To find the mean velocity of the ball while descending the ramp, we can use the formula for mean velocity:

\[ \text{Mean Velocity} = \frac{\text{Total Distance}}{\text{Total Time}} \]

In this case, the total distance is the length of the ramp, which is 77.4 cm, and the total time is 1.8 seconds.

Substituting the values into the formula:

\[ \text{Mean Velocity} = \frac{77.4 \text{ cm}}{1.8 \text{ s}} \approx 43 \text{ cm/s} \]

Therefore, the mean velocity of the ball while descending the ramp is 43 cm/s.