-. __...._. "i"""" .... -.._ .._..._v .. ._.. _.___.. .._. J--. an"... -....- 1"" _....'..__... .. .._. ._-_. .__.. Two particles, the first charged to q; = +1 p0 and the second charged to Q2 = -2 p0, are positioned as shown below. Use the coordinate frame provided when composing your solution. Copy the diagram below onto your submission page, since you will need to draw some vectors on it. 3? (cm) v x (cm) 1. Draw the position vectors for each of the two charged particles on the diagram, and write them down in the format given below. _. r1=( cm) i+( cm)f ?2=( cm) f+( cm)f 2. Draw the displacement vector, F12, pointing from charge ql to charge qz, on the diagram, and then write it down in the format given below. Discuss how you calculated its components. P12=( cm)z+( cm)f 3. Calculate the magnitude of 712. Show how you did the calculation. 4. Calculate the associated unit vector, $12, that gives the direction of vector F12. Show you did the calculation. F12=( )f+( )j 5. Consider the force exerted by charged particle 1 gm charged particle 2. Draw this force vector on the diagram at the position of particle 2, and then calculate it. Show how the calculation was done. F12=( N) i+( NH? 6. Consider the force exerted by charged particle 2 gm charged particle 1. Draw this force vector on the diagram at the position of particle 1 (it should be drawn with the same scale as the vector in part 4), and then discuss how you determined it. F31=