1. The problem statement, all variables and given/known data 3 forces act on a particle, it is in equilibrium, I am told about two of the three, asked to find the third. We have a certain force A and it is in the y-z plane, described by a certain angle Beta. Then I'm told that there is a second force B in the x-z plane, described by integer lengths of a similar right triangle. What does that mean? I have 2 attempts left on this question so I want to be sure. I am assuming it means it is described by the angle Beta in the x-z plane, but this isn't correct according to the website. What other interpretations could there be? Attempts I'll give you the numbers and my answer using the above: Beta is 31* A = 15.5 and B = 20.5 Magnitude of C, the third equalizing force? Well sin31(A)+cos31(B) is the magnitude of the z component of the equalizing force. sin31(B) is the magnitude of the x component and cos31(A) is the magnitude of the y component. Squaring, adding, square rooting these terms gives 30.67 to 3 sig figs = 30.7, which is "wrong." edit: I think I solved it by finding a diagram hidden under "hints" but can anyone confirm if the problem statement (as above) is ambiguous?