1. The problem statement, all variables and given/known data A large electroscope is made with "leaves" that are 78-cm-long wires with tiny 24-g spheres at the ends. When charged, nearly all the charge resides on the ends of the spheres. (See diagram attached) If the wires each make a 26° angle with the vertical, what total charge Q must have been applied to the electroscope? Ignore the mass of the wires? Diagram of the Electroscope: 2. Relevant equations What does it mean to ignore the mass of 24g? Does that mean that I can find the charge by finding the distance between the two points? 3. The attempt at a solution I split the triangle into two right triangles. Then I used the trig properties to deduce that: sin26° = opp/hyp = .4387, opp/78cm = .4387 = opp =.4387*(78cm) =34cm cos26° = adj/hyp = .8988, adj/78cm = .8988 = adj =.8988*(78cm) =70cm Now using this data, I would input the distance between the repelling positive charges into the Coulombs Law: F = (k|Q1||Q2|)/(r12)^2 Where k = 8.988x10^9 N*m^2 / C^2 and r = 68 which is derived above (34*2) = 68 cm or 68*10-2m How do I find the value of Force? I will be needing it to complete the problem this way. Thank you!