An inclined plane rises to a height of 2m over a distance of 6m .calculate:

A.the Angle of the slope
B.the VR(and so IMA) of the inclined plane
C.

I want to see answer

angle=arcTan(2/6)=18.4deg

IMA=.5*sqrt(6^2+2^2)

An inclined plane rises to a hight of 2m over a distance of 6m calculate the angle of the slope?

the angle of the slope

0948688706

what is tje answrt ?

angle= gsintheta=310=30

March 24/03/2022

No

18.4

Did you know?

the weight (force) needed to push an object up the inclined plane is reduced compared to lifting it straight up. The angle of the slope can be calculated by using the formula tan(angle) = height/distance. In this case, the angle would be tan-1(2/6) which is approximately 18.43 degrees. The VR (Velocity Ratio) is the ratio of the distance through which effort is applied to the distance through which the load is raised. In the case of an inclined plane, the VR is equal to the length of the plane divided by the height. The VR in this case would be 6m/2m, which equals 3. Since the VR is equal to the Ideal Mechanical Advantage (IMA) for an inclined plane, the IMA would also be 3. Using an inclined plane can make it easier to move heavy objects up or down an inclined surface, reducing the amount of force needed to overcome gravity.