Hello, I'm new to physics forums, so excuse me ahead of time if something is wrong. 1. The problem statement, all variables and given/known data A warehouse employee drags a 72 kg wooden crate across the floor at a constant velocity by pulling on a strap attached to the bottom of the box. The crate is tiled 25° above the horizontal, and the strap is inclined 61° above the horizontal. The center of gravity of the box coincides with its geometrical center, as indicated in the drawing. Find the magnitude of the tension in the strap. The dimensions of the crate are .4m by .9m. The .9m length is the side that is 25 degrees above the horizon. 2. Relevant equations F(weight)=mg T=rsin(theta)F? 3. The attempt at a solution Its weight is 705.6N 705.6Ntan(25)=329.02N which is the force pulling the crate this would translate into the x component of the tension. 329.02N/cos(61)= 678.65N I'm not sure if/how to use torque or if torque affects the system at all. I'm pretty sure that this problem isn't as simple as I made it out to be. Thanks for your help!