Please help me with this problem, I am very confused

4. Solve the following problem using the trigonometric relationships described in this lab. Two very small spherical conductors are charged with equal charge and suspended by a non-conducting string (each of equal length L] attached at a common point. (See the included figure). The conductors repel each other and are forced apart at the angle 19 given in the figure. If each spherical conductor has a mass m, calculate the charge on the spherical conductors. Use the following values for your calculation L = 1 meter, and 19:30 deg, and m = 10 gm (.01 kg]. Here are the steps to solve this problem. a. First use the Law of cosines to calculate the distance 'r' between the spherical conductors [assume the radius of the sphere is very small and can be neglected assume a point charge]. [Please show your work.] b. Use this distance 'r' in Coulomb's Equation for the force. [Please show your work.] c. Write an equation for the horizontal and vertical components of the tension [T] in the string. (Please show your work.) d. Set the vertical component of the tension equal to the gravitational force and solve for T. (Please show your work.] e. Set the horizontal component of the tension equal to the Co ulombic repulsion .'- ' r Charged Spherical Conductors {step b} and solve for the charge. [Please show your work.) Law of Sines: sin (A) sin (B) sin(C) a b C Image by Robert Franz, Created for CCCOnline, 2018 Law of Cosines: a2 = b2+ c2 - 2 b c cos(A) b2 = a2 + c2 - 2 a c cos(B) c2 = a2 + b2 - 2 a b cos(C) Image by Robert Franz, Created for CCCOnline, 2018 Law of Tangents: a-b tan- A-B. atb A+B, tan(