1. The problem statement, all variables and given/known data Two tiny spheres of mass = 7.20 mg carry charges of equal magnitude, 72.0 nC , but opposite sign. They are tied to the same ceiling hook by light strings of length 0.530 m . When a horizontal uniform electric field E that is directed to the left is turned on, the spheres hang at rest with the angle between the strings equal to 50.0 degrees. What is the magnitude E of the field? 2. Relevant equations Fe1 = Eq Fe2 = (Kq1q2)/r2 Fg = mg 3. The attempt at a solution I assumed that the state it is in is in equilibrium so I set up: ƩF = Fg + Fe1 + Fe2 + T = 0 ƩTx = Tcosθ - Fe1 + Fe2 = 0 θ being 65 degrees since I split the triangle made by the 50 degrees into 2 right triangles. ƩTy = Tsinθ - mg = 0 T = (Fe1 - Fe2)/cosθ Ty = (Fe1 - Fe2)tanθ - mg = 0 Fe1 = mg/tanθ + Fe2 E = (mg/tanθ + kq1q2/r2)/q (I found r to be .448 using the right triangles I formed) I plugged in all the given values and I've got...1.17 x 10^6 Which is wrong. Can someone please explain what I messed up on?