You devise a wind-up car powered by a spring for trips to the grocery store. The car has an inertia of 600 kgkg and is 4.9 mm long. It should be able to accelerate from rest to 29 m/sm/s at least 50 times before the spring needs winding. The spring runs the length of the car, and a full winding compresses it to half this length.
In order to meet the acceleration requirement, what must the value of the spring constant be?
Express your answer to two significant digits and include the appropriate units.
You devise a wind-up car powered by a spring for trips to the grocery store. The car has an inertia of 600 kgkg and is 4
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