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The force exerted by gravity on 1 kg = —10 N. The force exerted by gravity on 5 kg = The force exerted by gravity on 70 kg = The value of the British systemic 32 ft/cec2 The unit of force is pounds. The unit of mass the slug- your pounds to W = (501b) calculate your masc in units of slugs. PSYW q,G875 32 50

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A truck collides with a car, and during the collision, the net force on each vehicle is essentially the force exerted by the other. Suppose the mass of the car is 550 kg, the mass of the truck is 2200 kg, and the magnitude of the truck’s acceleration is 10 m/s 2 10m/s2. Find the magnitude of the car’s acceleration.

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A 15.2 kg block dragged over rough horizontal surface by constant force of 124N acting at an angle of 34.9 degrees above the horizontal. The block is displaced 37.8m. The coefficient of kinetic friction is .171. Acceleration is 9.8 m/s^2. Find the work done by the 124N force. Find the magnitude of the work done by the force of friction. Find the work done by the normal force.

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friction between the car's tires and each road surface.) a) 20 m/s b) 40 m/s c) 80 m/s d) 160 m/s Solution: The centripetal force is the same for both the case, therefore we can obtain 2 2 2 1 2 1 r v m r v ma r = m =. From this equation, the speed for the second curve is v m s m s r r v 1 2 20 / 40 / 1 2 2 = = ⋅ =. 4. A motorcycle has a mass ...

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A car of mass 400 kg is moving up a straight road inclined at an angle to the horizontal, where sin = . The resistance to motion of the car from non-gravitational forces is modelled as a constant force of magnitude R newtons. When the car is moving at a constant speed of 20 m s–1, the power developed by the car’s engine is 10 kW.

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A block of mass m is placed on a rough surface inclined relative to the horizontal. The incline angle is increased until the block start to move. Show that you can obtain the coefficient of static friction μ s by measuring the critical angle θ where slipping occurs. A car of mass 400 kg is moving up a straight road inclined at an angle to the horizontal, where sin = . The resistance to motion of the car from non-gravitational forces is modelled as a constant force of magnitude R newtons. When the car is moving at a constant speed of 20 m s–1, the power developed by the car’s engine is 10 kW.

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