A car driver is stopped at a red light at an intersection. When the light goes green, she puts her foot on the accelerator, causing the engine to generate a varying driving force F(t) =430t + 860 t2 (with t in seconds, F in Newtons). It takes 3.00 seconds for the car to cross the intersection. The mass of the car (including passengers) is 700 kg. What is the speed of the car once it has crossed the interaction?

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter4: The Laws Of Motion
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A car driver is stopped at a red light at an intersection.  When the light goes green, she puts her foot on the accelerator, causing the engine to generate a varying driving force F(t) =430t + 860 t2 (with t in seconds, F in Newtons). It takes 3.00 seconds for the car to cross the intersection.   The mass of the car (including passengers) is 700 kg.

What is the speed of the car once it has crossed the interaction?

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