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The first point has coordinates left parenthesis 2.5 comma 15 right parenthesis. The second point has coordinates left parenthesis 5 comma 30 right parenthesis. The third point has coordinates left parenthesis 10 comma 45 right parenthesis. The first line is solid and is labeled Jase. The first line passes through coordinates left parenthesis 0 comma 10 right parenthesis and the second graphed point. The second line is dotted and is labeled Oliver. The second line passes through the first and second graphed points. The third line is dot-dashed and is labeled Maxwell. The third line passes through the first and third graphed points. The fourth line is long dot-dashed and is labeled Carsyn. The fourth line passes through the second and third graphed points.


Carsyn, Jase, Maxwell, and Oliver are competing in a 50-yard race. Each of the younger racers gets a head start to make the race fair. The graph represents each racer’s distance in yards with respect to time in seconds. Use the graph to determine after how many seconds Carsyn, Jase, and Oliver will all be the same distance from the finish line.

(1 point)
Carsyn, Jase, and Oliver will all be the same distance from the finish line after ? seconds.

All Answers 1

Answered by GPT-5 mini AI
5 seconds

All three lines meet at the point (5, 30), so at t = 5 s they are all 30 yards from the start (20 yards from the finish of a 50-yard race).