Question
As part of an experiment, a ball was dropped and allowed to bounce repeatedly off the ground until it came to rest. The graph above represents the relationship between the time elapsed after the ball was dropped and the height of the ball above the ground. After it was dropped, how many times was the ball at a height of 2 feet?
- one
- two
- three
- four
Hint:
Hint:
- Here, The graph represents the time elapsed after the ball was dropped and the height of the ball, We have to analyze the graph.
The correct answer is: three
Explanation:
- We have given a ball that is dropped and allowed to bounce repeatedly, also we have a graph representing the relationship between the time elapsed after the ball was dropped and the height of the ball above the ground.
- We have to find how many times was the ball at a height of 2 feet.
- We will analyze the graph and then conclude.
Step 1 of 1:
Since the graph shows the height of the ball above the ground after it was dropped, the number of times the ball was at a height of 2 feet is equal to the number of times the graph crosses the horizontal grid line that corresponds to a height of 2 feet.
The graph crosses this grid line three times.
So, Option(C) is correct.
Final answer:
Hence, The number of times the ball was at 2 feet height is three
Ie, Option(C) is correct
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y = k/x