A heavy-duty shock absorber is compressed 2 cm from its equilibrium position by a mass of 400 kg. How much work is required to compress the shock absorber 8 cm from its equilibrium position? (A mass of 400 kg exerts a force (in newtons) of 400g, where g~ 9.8 m/s².) Set up the integral that should be used to find the work required to compress the shock absorber 8 cm from its equilibrium position. Use decreasing limits of integration. Express all displacements in meters. 0.08 196000y dy 0 (Type exact answers.)
A heavy-duty shock absorber is compressed 2 cm from its equilibrium position by a mass of 400 kg. How much work is required to compress the shock absorber 8 cm from its equilibrium position? (A mass of 400 kg exerts a force (in newtons) of 400g, where g~ 9.8 m/s².) Set up the integral that should be used to find the work required to compress the shock absorber 8 cm from its equilibrium position. Use decreasing limits of integration. Express all displacements in meters. 0.08 196000y dy 0 (Type exact answers.)
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
Transcribed Image Text:A heavy-duty shock absorber is compressed 2 cm from its equilibrium
position by a mass of 400 kg. How much work is required to compress the
shock absorber 8 cm from its equilibrium position? (A mass of 400 kg
exerts a force (in newtons) of 400g, where g~ 9.8 m/s².)
Set up the integral that should be used to find the work required to
compress the shock absorber 8 cm from its equilibrium position. Use
decreasing limits of integration. Express all displacements in meters.
0.08
196000y) dy
0
(Type exact answers.)
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