SOLUTION: Two particles move along a coordinate line. At the end of t seconds their directed distances from the origin, in feet, are given by 𝑠˅1 = 4𝑡 − 3𝑡^2
and 𝑠˅2 = 𝑡^
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-> SOLUTION: Two particles move along a coordinate line. At the end of t seconds their directed distances from the origin, in feet, are given by 𝑠˅1 = 4𝑡 − 3𝑡^2
and 𝑠˅2 = 𝑡^
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Question 1147462: Two particles move along a coordinate line. At the end of t seconds their directed distances from the origin, in feet, are given by 𝑠˅1 = 4𝑡 − 3𝑡^2
and 𝑠˅2 = 𝑡^2 − 2𝑡. When do they have the same velocity?
