Questions 8-10 refer to the figure below. 91 а 92 а а 94 a 93 8. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q1 due to q2, 93, and q4. A. k(-0.65ê – 1.35ŷ) C. k (0.65ê + 1.35ŷ) B. k(-1,35 – 0.65ŷ) D. (1.35â + 0.65ŷ) kQ² 9. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q2 due to q1, 93, and q4. A. k (0.65£ – 1.35ŷ) C. k(-0.65& + 1.35ŷ) B. k(1.35â – 0.65ŷ) D. E(-1,35x + 0.65ý) 10. Four charges q1 = +Q, 92 = +Q, 93 of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q3 due to q1, 92, and q4. = -Q, and q4 = -Q are in the corners of a square. The sides A. E(-0.65 –- 1.35ý) C. k (0.65.ê + 1.35ý) B. (-1.35 –- 0.65ý) D. (1.35 + 0.65ŷ)

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Questions 8-10 refer to the figure below.
91
а
92
а
а
94
а
93
8. Four charges q1 =
of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q1 due
to q2, 93, and
+Q, q2 = +Q, 93 = –Q, and q4 = -Q are in the corners of a square. The sides
4.
A. ke (-0.65ây – 1.35g)
C. kQ
(0.65 + 1.35ŷ)
В. К(-1.352 — 0.659)
D. k (1.35â + 0.65ý)
a2
a2
9. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides
of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on 2 due
to q1, 93, and q4.
A. k (0.65â – 1.35ŷ)
C. E(-0.65£ + 1.35ŷ) D. g(-1,35 + 0.65ý)
Q²
B. k (1.35â – 0.65ý)
10. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides
of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q3 due
to q1, 92, and q4.
A. k(-0.65â – 1.35g)
B. k(-1.35â – 0.65ŷ)
D. ke (1.35€ + 0.65ŷ)
С. К
(0.65 + 1.35)
Transcribed Image Text:Questions 8-10 refer to the figure below. 91 а 92 а а 94 а 93 8. Four charges q1 = of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q1 due to q2, 93, and +Q, q2 = +Q, 93 = –Q, and q4 = -Q are in the corners of a square. The sides 4. A. ke (-0.65ây – 1.35g) C. kQ (0.65 + 1.35ŷ) В. К(-1.352 — 0.659) D. k (1.35â + 0.65ý) a2 a2 9. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on 2 due to q1, 93, and q4. A. k (0.65â – 1.35ŷ) C. E(-0.65£ + 1.35ŷ) D. g(-1,35 + 0.65ý) Q² B. k (1.35â – 0.65ý) 10. Four charges q1 = +Q, q2 = +Q, q3 = -Q, and q4 = -Q are in the corners of a square. The sides of the square have a length a. In terms of ke, Q, and a calculate the electric force acting on q3 due to q1, 92, and q4. A. k(-0.65â – 1.35g) B. k(-1.35â – 0.65ŷ) D. ke (1.35€ + 0.65ŷ) С. К (0.65 + 1.35)
Expert Solution
GIVEN:

The magnitude of the four charges are given as,

q1=+Q, q2=+Q, q3=-Q, and q4=-Q.

The side of the square is given as, a.

TO DETERMINE:

(8) The electric force acting on q1 due to q2, q3 and q4F1.

(9) The electric force acting on q2 due to q1, q3 and q4F2.

(10) The electric force acting on q3 due to q1, q2 and q4F3.

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