1. Using the symmetry of the arrangement, determine the direction of the force on +q in the figurebelow, given that:Case 1. 9a9b= +6 μC and 9c9d = +6 μC.=qaqc(a) In your notebook, draw the forces on q due to 9a9b²9c² and 9d.a'(b) Due to symmetry the direction of the net force isHint: For each force draw the x and y components. Some will add and some will cancel.(c) Calculate the magnitude of the force on the charge q, given that the square is 10.0 cm on a sideand q = 1.9 μC.Fnet =NCase II. 9a9b = +6 μC and 9c%d=-6 μC.VNqdqaqcqbOqd► X(d) In your notebook, draw the forces on q due to 92, 9, 9 and 9d. Or use the result of ofHomework: Charges on a Square Free Body Diagram.a'C'(e) Due to symmetry the direction of the net force isHint: For each force draw the x and y components. Some will add and some will cancel.(f) Calculate the magnitude of the force on the charge q, given that the square is 10.0 cm on a sideand q = 1.9 μC.Fnet =

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Case II. qa=qb= +6.5 μC and qc = 9d=-6.5 μC. F net qc (d) In your notebook, draw the forces on q due to qa 9b, qc, and qd. Or use the result of of Homework: Charges on a Square Free Body Diagram. (e) Due to symmetry the direction of the net force is = pb O Hint: For each force draw the x and y components. Some will add and some will cancel. (f) Calculate the magnitude of the force on the charge q, given that the square is 10.0 cm on a side and q = 2.3 μC. ✔N X
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1. Using the symmetry of the arrangement, determine the direction of the force on +q in the figure below, given that: Case 1. 9₂= qb= +6 μC and 9=9= +6 μC.