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Problem 5: A thin rod of length L = 1.9 m lies along the positive y-axis with one end at the origin. The rod carries a uniformly distributed charge of Q1 = 5.2 µc. A point charge Q2 = 10.4 µC is located on the positive x-axis a distance a = 0.45 m from the origin. Refer to the figure.

Problem 5: A thin rod of length L = 1.9 m lies along the positive y-axis with one end at the origin. The rod carries a uniformly distributed charge of Q1 = 5.2 µc. A point charge Q2 = 10.4 µC is located on the positive x-axis a distance a = 0.45 m from the origin. Refer to the figure.

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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can you please ans (a) & (b) & (c) ? 

Problem 5: A thin rod of length L = 1.9 m lies along the positive y-axis with one end at the origin. The rod carries a uniformly distributed charge of Q1 = 5.2 µC. A point charge Q2 = 10.4 uC is located on the positive x-axis a distance a = 0.45 m from the origin. Refer to the figure. dy y X a Part (a) Consider a thin slice of the rod of thickness dy located a distance y away from the origin. What is the direction of the force on the point charge due to the charge on this thin slice? MultipleChoice : 1) Along the positive x-axis 2) Above the negative x-axis 3) Below the positive x-axis 4) Not enough information to determine 5) There is no force between the point charge and the slice of the rod 6) Above the positive x-axis 7) Below the negative x-axis Part (b) Choose the correct equation for x-component of the force, dFx, on the point charge due to the thin slice of the rod. SchematicChoice : kQ1Q2ady Q1Q2ady kQ,Q2ady dF dF, = L(a² + y²) dFx 3 3 L(a² + y²)ž L(a² + y²)ž kQ1Q2ydy kQ,Qzydy Q1Q2ydy L(a² + y²) dF, L(a² + y²)z dFx dFx (a² + y²): 3 3 Part (c) Integrate the correct expression in part (b) over the length of the rod to find the x-component of the net force and calculate its value, in newtons. Numeric : A numeric value is expected and not an expression. Fx = Part (d) Choose the correct equation for the y-component of the force, dFy, on the point charge due to the thin slice of the rod. SchematicChoice : kQ1Q2ady kQ1Q2ady dF, L(a² + y²)ž kQ1Q2ydy dF, L(a² + y²)z dF, 3 3 3 L(a² + y²)z kQ,Q2ady L(a² + y²) kQ1Q2ydy dF, kQ1Q2ady dF, L(a² + y²)ž dF, L(a² + y²) Part (e) Integrate the correct expression in part (d) over the length of the rod to find the y-component of the net force and calculate its value, in newtons. Numeric : Anumeric value is expected and not an expression. Fy =
Transcribed Image Text:Problem 5: A thin rod of length L = 1.9 m lies along the positive y-axis with one end at the origin. The rod carries a uniformly distributed charge of Q1 = 5.2 µC. A point charge Q2 = 10.4 uC is located on the positive x-axis a distance a = 0.45 m from the origin. Refer to the figure. dy y X a Part (a) Consider a thin slice of the rod of thickness dy located a distance y away from the origin. What is the direction of the force on the point charge due to the charge on this thin slice? MultipleChoice : 1) Along the positive x-axis 2) Above the negative x-axis 3) Below the positive x-axis 4) Not enough information to determine 5) There is no force between the point charge and the slice of the rod 6) Above the positive x-axis 7) Below the negative x-axis Part (b) Choose the correct equation for x-component of the force, dFx, on the point charge due to the thin slice of the rod. SchematicChoice : kQ1Q2ady Q1Q2ady kQ,Q2ady dF dF, = L(a² + y²) dFx 3 3 L(a² + y²)ž L(a² + y²)ž kQ1Q2ydy kQ,Qzydy Q1Q2ydy L(a² + y²) dF, L(a² + y²)z dFx dFx (a² + y²): 3 3 Part (c) Integrate the correct expression in part (b) over the length of the rod to find the x-component of the net force and calculate its value, in newtons. Numeric : A numeric value is expected and not an expression. Fx = Part (d) Choose the correct equation for the y-component of the force, dFy, on the point charge due to the thin slice of the rod. SchematicChoice : kQ1Q2ady kQ1Q2ady dF, L(a² + y²)ž kQ1Q2ydy dF, L(a² + y²)z dF, 3 3 3 L(a² + y²)z kQ,Q2ady L(a² + y²) kQ1Q2ydy dF, kQ1Q2ady dF, L(a² + y²)ž dF, L(a² + y²) Part (e) Integrate the correct expression in part (d) over the length of the rod to find the y-component of the net force and calculate its value, in newtons. Numeric : Anumeric value is expected and not an expression. Fy =
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