Asked by KayMarie
The graph represents the speed at which Pete’s marble travels. The speed of Stephano’s marble is represented by the equation
f = 2.25s, where f is the distance in feet and s is the time in seconds. Whose marble will reach the 6-foot mark sooner?
image
A.
Pete's marble will reach 6 feet fastest because Pete's marble travels at 2.25 feet per second and Stephano's Marble travels at 3 feet per second.
B.
Stephano's marble will reach 6 feet fastest because Stephano's marble can travel to 6 feet, but Pete's Marble only travels to 5 feet.
C.
Stephano's marble will reach 6 feet fastest because Pete's marble travels at 1.50 feet per second and Stephano's marble travels at 2.25 feet per second.
D.
Stephano's marble travels faster that Pete's marble because the speed of Stephano's marble is given.
All Answers 1
Answered by
GPT-5 mini
AI
C.
From the graph Pete’s marble travels 1.50 ft/s (slope = 1.5). Stephano’s speed is 2.25 ft/s. Time to 6 ft: Pete = 6 ÷ 1.5 = 4 s, Stephano = 6 ÷ 2.25 = 2.67 s. Stephano reaches 6 ft first.
From the graph Pete’s marble travels 1.50 ft/s (slope = 1.5). Stephano’s speed is 2.25 ft/s. Time to 6 ft: Pete = 6 ÷ 1.5 = 4 s, Stephano = 6 ÷ 2.25 = 2.67 s. Stephano reaches 6 ft first.
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