Okay I think I get it now. I can substitute the fractions and then use the product trig identities to get a single trig function.
Edit: It worked thank you so much. I get the same value as I did with Newton's method but negative. I guess it makes sense because it can happen on both sides of the...
Thanks I managed to solve it using Newton's method. I forgot I could just send the constant to the right side of the equation and solve it by finding the zeros. Turns out I said 2 revolutions per second but I misread it and it was actually 0.5 revolutions per second. I get a theta of about 0.887...
Hi, thank you.
The dimensions of the cube are not mentioned so I am guessing that they are negligible. As for the mass, it is not mentioned either in my homework question but the m terms cancel out when I try to solve the problem which means theta probably does not depend on the mass of the cube.
I am trying to solve a problem where we have to find the maximum angle before a cube starts sliding when said cube is placed inside a spinning hollow cylinder (the cylinder is placed horizontally). The radius of the cylinder is 0.4 m, the coefficient of static friction between the cube and the...