Calculating Resistance Force of a Car Driven at 76km/h with 48 kW Engine Power

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Homework Help Overview

The discussion revolves around calculating the average resistance force acting on a car traveling at a constant speed of 76 km/h, powered by an engine delivering 48 kW. The problem involves concepts from physics related to power, force, and motion.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the relationship between power, force, and velocity, with one participant attempting to derive the resisting force from the given power and speed. Questions arise regarding the nature of the resisting force and its relation to friction.

Discussion Status

Participants are engaging in a productive dialogue, with some suggesting that the engine's power is entirely used to overcome friction, indicating a shared understanding of the scenario. However, there is no explicit consensus on the final calculation or interpretation of the resisting force.

Contextual Notes

The discussion is framed within the constraints of a homework problem, focusing on the calculation of forces without providing a complete solution. The assumption of constant speed implies a net force of zero, which is a critical point of consideration.

darkys
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a car is driven at a constant speed of 76km/h down a road. The car's engine delivers 48 kW of power. Calculate the average force that is resisting the motion of the car

any help would be appreciated. I had an idea, but i don't know if its right.
 
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What is the relationship between Power, force and velocity ?
 
well i was thinking power=w/t, so power=fd/t, d/t is velocity, so power = force x velocity, and i figure out that force. it is asking for resisting force, so it is asking for the frictional force. Since it is constant speed, the net force is zero, so it would just be the negative force of the above force. This is what i was thinking
 
Well, there you go. :smile:

Another way to look at it would be that all the engine's power is going to overcome friction. This is why the car is not accelerating.
 
Last edited:
thats right?
 
Yup yup!


Hmm, 'yup yup!' is too short, so I had to add this bit.
 

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