A particle moves along a line. At time t (in seconds), the particle's velocity is v(t)=t2−3t+2 (in meters). Find the par

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answerhappygod
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A particle moves along a line. At time t (in seconds), the particle's velocity is v(t)=t2−3t+2 (in meters). Find the par

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A Particle Moves Along A Line At Time T In Seconds The Particle S Velocity Is V T T2 3t 2 In Meters Find The Par 1
A Particle Moves Along A Line At Time T In Seconds The Particle S Velocity Is V T T2 3t 2 In Meters Find The Par 1 (293.81 KiB) Viewed 17 times
A particle moves along a line. At time t (in seconds), the particle's velocity is v(t)=t2−3t+2 (in meters). Find the particle's net displacement and total distance traveled over the time interval [−3,6]. Net displacement = (meters) Total distance traveled = (meters) Note: You can earn partial credit on this problem. You have attempted this problem 0 times. You have unlimited attempts remaining.
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