Build a table showing the character's position starting from 0.0 centimeters and pressing the button for 0.6 seconds. How would you calculate the unit rate for the character’s new motion? Create a graph showing the character's position in centimeters versus the time in seconds. You can draw it by hand or use a spreadsheet program if you know how to. Write an equation to describe how the character's position depends on time. Measure the width of your computer screen and predict how long it would take the character to move across the screen starting from the left edge, make i sound like a 7th grader girl

Question

Build a table showing the character's position starting from 0.0 centimeters and pressing the button for 0.6 seconds. How would you calculate the unit rate for the character’s new motion? Create a graph showing the character's position in centimeters versus the time in seconds. You can draw it by hand or use a spreadsheet program if you know how to. Write an equation to describe how the character's position depends on time. Measure the width of your computer screen and predict how long it would take the character to move across the screen starting from the left edge, make i sound like a 7th grader girl

Answer 1

Character's Position (cm) vs. Time (s):

| Time (s) | Position (cm) |
|----------|---------------|
| 0.0 | 0.0 |
| 0.6 | x | (To be calculated)

To calculate the character's position after pressing the button for 0.6 seconds, we need the unit rate of the character's motion. The unit rate can be calculated by dividing the change in position (cm) by the change in time (s).

Let's assume the character's position changes to x cm after 0.6 seconds.

Unit Rate = Change in Position (cm) / Change in Time (s)
Unit Rate = (x - 0.0) / (0.6 - 0.0)

Now, let's create a graph showing the character's position in centimeters versus time in seconds.

---------------------------------------------------------
^
|
y |
|
| .
0.0 - |------------------ ---------------------------
|
|
| .
---------------------------------------------------------
0.0 0.6

Since the character's position starts at 0.0 cm and after 0.6 seconds reaches an unknown position x cm, we draw a line sloping upwards from the origin.

To write an equation describing the character's position dependence on time, we can use the equation of a straight line:

Position = (Unit Rate) * Time + Initial Position

In this case, the initial position is 0.0 cm, and the unit rate is the calculated value above.

Therefore, the equation would be:

Position = (Unit Rate) * Time + 0.0

Now, let's measure the width of the computer screen and predict how long it would take the character to move across the screen starting from the left edge.

Let's assume the width of the computer screen is 40 cm. We can use the equation above to calculate the time it would take the character to move across the screen.

40 = (Unit Rate) * Time + 0.0

Solving for Time:
Time = (40 - 0.0) / Unit Rate

Plug in the calculated value for the unit rate to find the predicted time it would take the character to move across the screen starting from the left edge.