Question

Two students are bouncing-passing a ball between them. The first student bounces the ball from 6 feet high and it bounces 5 feet away from her. The second student is 5 feet away from where the ball bounced.

Create an absolute value function to represent the situation, with the y axis on the student who passes the ball from a high of 6 feet and the x axis as the ground where it rebounds.

Answer 1

The absolute value function f(d) = |6 - d| can be used to represent the situation of two students bouncing and passing a ball between them, with the y-axis representing the height of the ball and the x-axis representing the distance of the ball from the first student.

Step-by-step explanation:

An absolute value function can be used to represent the situation of two students bouncing and passing a ball between them. In this case, the y-axis represents the height of the ball above the ground, and the x-axis represents the distance of the ball from the first student. Let's use 'h' to represent the height and 'd' to represent the distance. The first student bounces the ball from 6 feet high and it bounces 5 feet away from her. This can be represented by the absolute value function: f(d) = |6 - d|.