Cuesta College, San Luis Obispo, CA
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(A) 1.7×10–9 C.
(B) 5.6×10–8 C
(C) 1.7×104 C.
(D) 4.5×104 C.
Correct answer (highlight to unhide): (A)
The magnitude of the force on the unknown positive point charge is given by:
|F1 on 2| = k·|q1|·|q2|/(r2),
where q1 is the –4.5 nC point charge, and q2 is the unknown positive charge. Then the absolute value of the unknown charge can then be solved for:
|q2| = |F1 on 2|·(r2)/(k·|q1|),
|q1| = |7.6×10–5 N|·(0.030 m)2/((8.99×109 N·m2/C2)·|–4.4×10–9 C|),
|q1| = 1.6907675195...×10–9 C,
or to two significant figures, the amount of the unknown (positive) charge is (+)1.7×10–9 C.
(Response (B) is |F1 on 2|·r/(k·|q1|); response (C) is |F1 on 2|/|q1| (which is the electric field of the unknown positive charge at the location of the –4.5 nC charge); and response (D) is k·|q1|/r2 (which is the electric field of the –4.5 nC charge at the location of the unknown positive charge).)
Sections 30882, 30883
Exam code: quiz03Cv1d
(A) : 28 students
(B) : 1 student
(C) : 4 students
(D) : 1 student
Success level: 82%
Discrimination index (Aubrecht & Aubrecht, 1983): 0.18
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