The ratio of speed in grass to the speed in mud is 1/0.5= 2
So if they hit the edge of the field at an angle of 30 degrees, and the angle they do end up marching at in the mud in order to stay in formation be theta,
1*sin(30)= 2*sin(theta)
So, theta= 14.47 degrees. So the angle they do end up marching at in the mud in order to stay in formation is 14.47 degrees.
Soldiers marching in formation reach the edge of a grassy field and encounter mi speed drops...
The professor didn't make an answer key for this study guide and I wanted to know if I'm doing these right. 4. A man pushes with a force of 700 N on a broken down car at an angle of 0 degrees from horizontal. He manages to move it form to a garage. How much energy does he use? 5. A block sits on a horizontal surface with friction. The mass of the block is kg. A force of 14Nis...