Three dogs are fighting over a bone. One is pulling to the left with a force of 20N, another to the right with a force of 35N and the third upward with a force of 15N. What is the net force on the bone? This is a multiple-select problem: You must select a magnitude for the force and an angle for the force. The image features a diagram illustrating three forces acting on a central object, represented by a small grey rectangle.1. **Leftward Force**: - Magnitude: 20 Newtons (N) - Direction: Left (horizontally) - Represented by a red arrow pointing to the left.2. **Rightward Force**: - Magnitude: 35 Newtons (N) - Direction: Right (horizontally) - Indicated by a red arrow pointing to the right.3. **Upward Force**: - Magnitude: 15 Newtons (N) - Direction: Up (vertically) - Represented by a red arrow pointing upward.This scenario involves examining the net force acting on the object by considering the vector addition of these forces.

Given: The forces on the bone are 20 N left, 35 N right, and 15 N in the upward direction. Calculation: from the above diagram The net force on the bone in the horizontal direction is given as Fx. Fx=35 N-20 N=15 N The net force on the object in the vertical direction is given as Fy. Fy=15 N Write the expression for the magnitude of the resultant force. F=Fx2+Fy2=15 N2+15 N2=21.213 N The direction of the resultant force on the bone is given as θ. θ=tan-1FyFx=tan-115 N15 N=tan-11=45° Thus, the direction of the resultant force on the bone is 45o.