The discussion revolves around a physics problem involving a supertruck ascending a steep incline of 65 degrees with a specified acceleration and applied force. Participants are tasked with determining the coefficient of friction based on the given parameters.
Multiple approaches to the problem have been presented, with participants sharing their calculations and results. Some participants have confirmed similar methods, while others have proposed slightly different values for the coefficient of friction, indicating ongoing exploration of the problem.
Participants are working under the constraints of the problem as posed, with specific values for mass, incline angle, and applied force. There is a focus on ensuring that assumptions regarding forces and acceleration are clearly articulated.
whozum said:Find the magnitude of gravity down the slope
Find the ideal acceleration of the truck by dividing force and mass.
Find a net force from the above two forces.
Find a net acceleration from this net force. (Divide by mass)
Compare this net acceleration to the acceleration provided.
Find the friction force by subtracting the two forces.
Divide by the normal force to get coefficient of friction.
Normal force is mgcos(\vartheta)