How Do You Calculate the Power of a Car's Engine on an Incline?

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To calculate the power of a car's engine on an incline, consider the car's mass, incline angle, and frictional resistance. For a 1500kg car with a maximum speed of 144 km/h on a 1 in 49 incline and a frictional resistance of 500N, the forces acting against the car include gravitational force and friction. At steady state, where acceleration is zero, the engine's power output must equal the sum of these opposing forces multiplied by the velocity. The work done by the engine can be calculated by considering both vertical displacement and the force of friction. This approach provides a clear method to determine the engine's power output under the specified conditions.
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i have this question for an engineering science assignment, and can't remember how to work it out, any help would be greatly appreciated.

Question:
A car of mass 1500kg has a max speed of 144km/h up an incline of 1 in 49 against a frictional resistance of 500N. Calculate the power of the engine.
 
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Neglecting the usual frictional losses in the engine and drivetrain, air resistance, etc, which reduce auto efficiency to about 25%, it would seem at a steady state where acceleration=0, whatever force being generated is just equal to the opposing gravitational force and frictional force. I would think then that you need to look at the displacement, both vertical and against friction to compute the work done by the engine. Hope that's a help as one is supposed to show work prior to any major assistance being given.
 
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