The equation below models the height in feet, h, of a softball t seconds after it is hit by a batter.
mc023-1.jpg
Why is the height of the ball a function of time?
It’s C
The height of the ball is a function of time because it changes with time. In other words, as time progresses, the height of the ball also changes.
To understand why the equation models the height of the ball as a function of time, we need to analyze the equation. The equation you provided (mc023-1.jpg) can be written in the form h = f(t), where h represents the height of the ball at a given time t.
In the equation, there are variables and coefficients that determine how the height changes with time. By analyzing the equation and its components, we can understand the relationship between the height and time.
For example, if the equation contains a term with the variable t, it indicates that the height of the ball depends on the value of t. This means that as the value of t changes, the height of the ball will also change.
In summary, the height of the ball is a function of time because it changes with time, as indicated by the equation that models the relationship between the height and time.
gibberish!
mc023-1.jpg is not an equation, it is a file
The equation below models the height in feet, h, of a softball t seconds after it is hit by a batter.
mc023-1.jpg
Why is the height of the ball a function of time?