You drop a tool from a 50 foot building and it falls to the ground in 1.766 seconds. Draw a graph of that represents the path of this tool falling to the ground be sure to label your access with a title in a scale your graph should show the height of the tool, h , after t seconds have passed. Label this line tool. First
, we need to establish the values for the axes on our graph. The horizontal axis represents time (t) in seconds, and the vertical axis represents height (h) in feet.
Title: Path of a Falling Tool
Horizontal Axis: Time (t) in seconds
Vertical Axis: Height (h) in feet
Now, let's plot the points on our graph. Given that the tool falls for 1.766 seconds, we can calculate the height at different time intervals until it reaches the ground. We'll assume that the initial height of the tool when it is dropped is 50 feet.
Point A: (0, 50) - initial height when the tool is dropped
Point B: (1.766, 0) - height of the tool when it reaches the ground
Please note that the graph will not be a straight line; it will be a curve representing the path of the falling tool.
Now, let's draw the graph:
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A B
(0) (1.766)
The line connecting points A and B represents the path of the falling tool. Label this line as "tool."
Note: The scale of the graph may vary based on the available space and precision required.