1. The problem statement, all variables and given/known data I have attached the problem. I will write it out: A waitress attempts to push a glass of water of heigh 15.o cm and diameter of 7.00 cm on a dining table, as shown in the figure. If the coefficient of static friction between the glass and the table's surface is 0.350, what is the maximum height (h) above the tabletop at which the waitress can push the glass without causing it to tip? 2. Relevant equations F net = 0 Fx = 0 Fy = 0 Something with momentum (p), maybe? 3. The attempt at a solution I defined east as positive and north as positive. I said the axis of rotation was at the right corner of the class, and I called this O. I said the sum of forces in x direction = 0 --> The only forces are F and static friction (fs) Thus, sum of forces in x direction = F-fs So F = fs where fs=us*N So... F = us * N --> Equation 1 Then I said the sum of forces in y direction = 0 --> Where the only two forces in y direction are N and W So... N - W = 0 N = w N = mg --> Equation 2 --> Plug into equation 1 F = us * mg This is as far as I can get and I become lost... Some help would be greatly appreciated. Thank you in advance!