A 125 kg Boulder rests on a 22 degree incline. Calculate the coefficient of friction between the Boulder and the incline.
To calculate the coefficient of friction between the boulder and the incline, we can use the following formula:
μ = tan(θ)
Where:
μ = coefficient of friction
θ = angle of incline
In this case, the angle of the incline is given as 22 degrees. Therefore, we can plug this value into the formula to find the coefficient of friction.
μ = tan(22)
Using a scientific calculator, we can find the tangent of 22 degrees, which is approximately 0.404.
Therefore, the coefficient of friction between the boulder and the incline is approximately 0.404.