Question

question
an elevator travels down from the top floor of a skyscraper. the graph below represents its height, in feet, over time in seconds. what is the meaning of the point (1, 525)?
graph: x-axis (time, seconds), y-axis (height, feet); line from (0,550) to (5, ~425)
answer
○ the height the elevator starts at. ○ how long it takes for the elevator to reach the ground floor.
submit answer button, deltamath interface with graphing stories 2025, interpret linear graph in context (mc) etc.

Explanation:

Step1: Understand the graph axes

The x - axis represents time (in seconds) and the y - axis represents height (in feet).

Step2: Interpret the point (1, 525)

For the point \((x,y)=(1,525)\), \(x = 1\) means 1 second has passed, and \(y=525\) means the height of the elevator at that time is 525 feet. So the point \((1,525)\) means that after 1 second of travel, the elevator is at a height of 525 feet.

(Note: Since the options are not fully visible, but based on the context, we can infer the meaning. If we assume the options are something like "After 1 second, the elevator's height is 525 feet", that would be the correct interpretation.)

Answer:

After 1 second, the elevator's height is 525 feet (assuming the relevant option with this description is the correct one).