1. The problem statement, all variables and given/known data In figure (a) shown below, a 0.600-kg block is suspended at the midpoint of a 1.25-m-long string. The ends of the string are attached to the ceiling at points separated by 1.00 m. (a) What angle does the string make with the ceiling? 36.9° <--- I found this answer already, and it IS correct (b) What is the tension in the string? 4.9 N <--- Also a correct answer (c) The 0.600-kg block is removed and two 0.3-kg blocks are attached to the string such that the lengths of the three string segments are equal (see figure (b)). What is the tension in each segment of the string? The image of the pictures (a) and (b) can be found here: http://i311.photobucket.com/albums/kk465/AxeluteZero/4-p-049-alt.gif 2. Relevant equations So far, I've used the Pythagorean Theorem, and this formula from 2 applications of Newton's 3rd law: m*g = 2*T sin ([tex]\theta[/tex]) and I'm pretty sure I have the equation for the 2nd and 3rd pieces: mg + mg = 2T sin (x) T (middle) = T cos (x) 3. The attempt at a solution I tried using the original angle, 36.9 degrees, as x, but as I thought, the angle doesn't work (since it presumably got bigger). I've tried slicing up picture "b" into different parts (similar to what I did in part a - it required me to split it into two parts to find the angle to the right triangle, but I have a square in the second one). I don't think my equations are the problem (it's possible), I believe the angle I'm using is incorrect. Any pointers?