Would the angle be 68 because inverse tan(200/80)BvU said:Make a sketch and remember Pythagoras
The work done by pushing a lawnmower can be calculated by multiplying the force applied to push the lawnmower by the distance over which the lawnmower is pushed. This can be represented by the formula W = F x d, where W is the work done, F is the force applied, and d is the distance.
The unit of measurement for work is joules (J). This unit is derived from the basic units of force (newtons) and distance (meters) in the formula W = F x d.
The weight of the lawnmower affects the work done by increasing the force required to push it. The heavier the lawnmower, the more force is needed to overcome its weight and move it over a certain distance. This results in more work being done.
Apart from the weight of the lawnmower, other factors that can affect the work done include the terrain or surface being mowed, the condition of the lawnmower (such as blade sharpness and wheel alignment), and the physical strength and effort exerted by the person pushing the lawnmower.
Yes, work can be negative when pushing a lawnmower. This occurs when the lawnmower moves in the opposite direction of the applied force, such as when someone is trying to slow down or stop a lawnmower from rolling down a hill. In this case, the work done is considered to be negative or in the opposite direction of the motion.