Calculating Change in Velocity from Acceleration-Time Graphs
2. 1D Motion / Kinematics / Calculating Change in Velocity from Acceleration-Time Graphs / Problem 2
A car is initially moving at a velocity of 5.0 m/s. Its acceleration versus time graph is given below. Determine its velocity at t = 8.0 s.
![Acceleration-time graph showing a car's acceleration increasing over time for 1D motion.](data:image/png;base64,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)
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