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A uniformly charged rod with total charge Q = 8,19 μC is located on the y axis with its lower and upper endpoints placed a = 1.87 m and b placed at the origin. See the figure 1 6.18 m above the origin, respectively. Note that the point labeled P is y-axis y = b- y=a+ Q Part (3) P X-axis Consider an infinitesimal segment of the rod with length dy and located at coordinates (0,y)- Enter an expression for the contribution of the charge on this infinitesimal segment to the y component of the electric field at P, the origin, in terms of the linear charge density on the rod, A, variables given in the problem statement, and fundamental physical constants dey= Part (b) Calculate and enter the y component, in newtons per coulomb, of the electric field at point P, the origin E= N/C Part (c Calculate and enter the component in newtons per coulomb of the electric field at point P. the origin. Ez N/C Part (d) As b increases, the magnitude of the electric field at the origin, decreases. Why? (Select the best option.) All of these options are correct The average distance of the charge on the rod from P has increased The total charge on the rod is smaller The rod is positively charged The distance between the rod and has increased. None of these options is correct

A uniformly charged rod with total charge Q = 8,19 μC is located on the y axis with its lower and upper endpoints placed a = 1.87 m and b placed at the origin. See the figure 1 6.18 m above the origin, respectively. Note that the point labeled P is y-axis y = b- y=a+ Q Part (3) P X-axis Consider an infinitesimal segment of the rod with length dy and located at coordinates (0,y)- Enter an expression for the contribution of the charge on this infinitesimal segment to the y component of the electric field at P, the origin, in terms of the linear charge density on the rod, A, variables given in the problem statement, and fundamental physical constants dey= Part (b) Calculate and enter the y component, in newtons per coulomb, of the electric field at point P, the origin E= N/C Part (c Calculate and enter the component in newtons per coulomb of the electric field at point P. the origin. Ez N/C Part (d) As b increases, the magnitude of the electric field at the origin, decreases. Why? (Select the best option.) All of these options are correct The average distance of the charge on the rod from P has increased The total charge on the rod is smaller The rod is positively charged The distance between the rod and has increased. None of these options is correct

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter15: Electric Forces And Fields
Section: Chapter Questions
Problem 16P: Panicle A of charge 3.00 104 C is at the origin, particle B of charge 6.00 104 C is at (4.00 m,...
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A uniformly charged rod with total charge Q = 8,19 μC is located on the y axis with its lower and upper endpoints placed a = 1.87 m and b placed at the origin. See the figure 1 6.18 m above the origin, respectively. Note that the point labeled P is y-axis y = b- y=a+ Q Part (3) P X-axis Consider an infinitesimal segment of the rod with length dy and located at coordinates (0,y)- Enter an expression for the contribution of the charge on this infinitesimal segment to the y component of the electric field at P, the origin, in terms of the linear charge density on the rod, A, variables given in the problem statement, and fundamental physical constants dey= Part (b) Calculate and enter the y component, in newtons per coulomb, of the electric field at point P, the origin E= N/C Part (c Calculate and enter the component in newtons per coulomb of the electric field at point P. the origin. Ez N/C Part (d) As b increases, the magnitude of the electric field at the origin, decreases. Why? (Select the best option.) All of these options are correct The average distance of the charge on the rod from P has increased The total charge on the rod is smaller The rod is positively charged The distance between the rod and has increased. None of these options is correct
Transcribed Image Text:A uniformly charged rod with total charge Q = 8,19 μC is located on the y axis with its lower and upper endpoints placed a = 1.87 m and b placed at the origin. See the figure 1 6.18 m above the origin, respectively. Note that the point labeled P is y-axis y = b- y=a+ Q Part (3) P X-axis Consider an infinitesimal segment of the rod with length dy and located at coordinates (0,y)- Enter an expression for the contribution of the charge on this infinitesimal segment to the y component of the electric field at P, the origin, in terms of the linear charge density on the rod, A, variables given in the problem statement, and fundamental physical constants dey= Part (b) Calculate and enter the y component, in newtons per coulomb, of the electric field at point P, the origin E= N/C Part (c Calculate and enter the component in newtons per coulomb of the electric field at point P. the origin. Ez N/C Part (d) As b increases, the magnitude of the electric field at the origin, decreases. Why? (Select the best option.) All of these options are correct The average distance of the charge on the rod from P has increased The total charge on the rod is smaller The rod is positively charged The distance between the rod and has increased. None of these options is correct
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