You have a series of charges spread along a line. A program draws the electric field...
You have a series of charges spread along a line. A program draws the electric field in the horizontal plane containing this line. Can you find the electric field in a vertical plane containing this line?
A No because the electric field map is the same in the vertical plane as in the horizontal plane.
b No because the electric field map is different in the vertical plane and the horizontal plane.
c Yes because the electric field map is the same in the vertical plane and the horizontal plane.
d Yes because the electric field map is different in the vertical plane and the horizontal plane.
Homework Answers
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You have a series of charges spread along a line. A program
draws the electric field...
O Spaced Practice You have a series of charges spread along a line. A program draws...
O Spaced Practice You have a series of charges spread along a line. A program draws the electric field in the horizontal plane containing this line. Can you find the electric field in a vertical plane containing this line? Now choose from one of the following option Why? a No because the electric field map is the same in the vertical plane as in the horizontal plane. b No because the electric field map is different in the vertical plane...
Please explain how you came to your answers. D1-RT47: Two ELECTRIC CHARGES-ELECTRIC FIELD ALONG A LINE...
Please explain how you came to your answers.
D1-RT47: Two ELECTRIC CHARGES-ELECTRIC FIELD ALONG A LINE In each figure, two charges are fixed in place on a grid, and a point near those particles is labeled P. All of the charges are the same size, Q. but they can be either positive or negative. +Q -Q P Q P +0 +0 Q Rank the magnitude of the electric field at point P. Cannot All the same zero determine All Least...
Two charges move along an E-field such that they have the same change of electric potential....
Two charges move along an E-field such that they have the same change of electric potential. Which of the following can be concluded? a. The charges have the same sign b. Both charges gain kinetic energy c. Both charges lose kinetic energy d. None of the options given are correct. I thought a and b were correct, but my teacher said there is only one answer.
(a) Two point charges are a distance d apart along the y-axis. Find the electric field...
(a) Two point charges are a distance d apart along the y-axis. Find the electric field (magnitude and direction) at any point in the y=0 plane when the charges are: i) 91 = 9, 92 = 0 ii) both equal 91 = 92 = 9 iii) of opposite polarity but equal magnitude 9ı = -92 = 9. This configuration is called an electric dipole with dipole moment p, = qd. (b) For each of the 3 cases in (a) find...
Can you please check my work and explain everything, I'm a little unsure Map the Electric...
Can you please check my work and explain everything, I'm a
little unsure
Map the Electric Field Created by Differently Shaped Electric Plates What is the voltage (change in electric potential) between the two terminals in your experiment? How much work is done in transferring a unit of charge (an electron) from one terminal to the other in this experiment? Does the geometry of the terminals affect the shape of the equipotential lines? Explain why or why not. Yes, because...
The figure below shows two charges on an xy-plane. a. Calculate the electric potential at points A, B, C, and D. b. Calculate the magnitude and direction of the electric field at the origin (0,0)....
The figure below shows two charges on an xy-plane.
a. Calculate the electric potential at points A, B, C, and
D.
b. Calculate the magnitude and direction of the electric field
at the origin (0,0).
c. On the figure, draw a few equipotential lines as well as
some electric field lines that indicate the direction of the
electric field.
d. Sketch the electric potential as a function of x, with x on
the horizontal axis and V(x) on the vertical...
Please explain how you came to your answer. D1-SCT48: THREE CHARGES IN A LINE- ELECTRIC FIELD...
Please explain how you came to your answer.
D1-SCT48: THREE CHARGES IN A LINE- ELECTRIC FIELD Shown are two cases where three charges are placed in a row. Three students are Case A comparing the electric field that exerts a force on the middle charge in the diagrams. Adrianna: "All three charges contribute by the principle of superposition. So the field is going to be greatest in case A since the contributions due to the three charges will be greatest."...
B. At one point along a line there is an electric field pointing to the left....
B. At one point along a line there is an electric field pointing to the left. The source of this field is one point charge somewhere on that line. x= 10 cm E| = 800 N/C. 1. Which of the following possibilities could have caused that field? (More than one may be correct.) a. A positive charge to the right of the point. b. A positive charge to the left of the point. c. A negative charge to the right...
Points: 1 13) Is it possible to have a zero electric potential between two positive charges...
Points: 1 13) Is it possible to have a zero electric potential between two positive charges along the line joining the two charges? A) Yes, if the two charges are equal in magnitude. B) No, a zero electric potential cannot exist between the two charges. C) Yes, regardless of the magnitude of the two charges. D) cannot be determined without knowing the separation between the two charges E) cannot be determined without knowing the magnitude of the charges Points: 3...
Three negative point charges lie along a line as shown in the figure (Figure 1)
Three negative point charges lie along a line as shown in the figure (Figure 1) You may want to review (Pages 699-704)Part A Find the magnitude of the electric field this combination of charges produces at point P, which lies 6.00 cm from the -2.00 μC charge measured perpendicular to the line connecting the three charges. Part B Find the direction of the electric field this combination of charges produces at point P, which lies 6.00 cm from the -2.00 μC charge measured perpendicular...
O Spaced Practice You have a series of charges spread along a line. A program draws the electric field in the horizontal plane containing this line. Can you find the electric field in a vertical plane containing this line? Now choose from one of the following option Why? a No because the electric field map is the same in the vertical plane as in the horizontal plane. b No because the electric field map is different in the vertical plane...
Please explain how you came to your answers.
D1-RT47: Two ELECTRIC CHARGES-ELECTRIC FIELD ALONG A LINE In each figure, two charges are fixed in place on a grid, and a point near those particles is labeled P. All of the charges are the same size, Q. but they can be either positive or negative. +Q -Q P Q P +0 +0 Q Rank the magnitude of the electric field at point P. Cannot All the same zero determine All Least...
(a) Two point charges are a distance d apart along the y-axis. Find the electric field (magnitude and direction) at any point in the y=0 plane when the charges are: i) 91 = 9, 92 = 0 ii) both equal 91 = 92 = 9 iii) of opposite polarity but equal magnitude 9ı = -92 = 9. This configuration is called an electric dipole with dipole moment p, = qd. (b) For each of the 3 cases in (a) find...
Can you please check my work and explain everything, I'm a
little unsure
Map the Electric Field Created by Differently Shaped Electric Plates What is the voltage (change in electric potential) between the two terminals in your experiment? How much work is done in transferring a unit of charge (an electron) from one terminal to the other in this experiment? Does the geometry of the terminals affect the shape of the equipotential lines? Explain why or why not. Yes, because...
The figure below shows two charges on an xy-plane.
a. Calculate the electric potential at points A, B, C, and
D.
b. Calculate the magnitude and direction of the electric field
at the origin (0,0).
c. On the figure, draw a few equipotential lines as well as
some electric field lines that indicate the direction of the
electric field.
d. Sketch the electric potential as a function of x, with x on
the horizontal axis and V(x) on the vertical...
Please explain how you came to your answer.
D1-SCT48: THREE CHARGES IN A LINE- ELECTRIC FIELD Shown are two cases where three charges are placed in a row. Three students are Case A comparing the electric field that exerts a force on the middle charge in the diagrams. Adrianna: "All three charges contribute by the principle of superposition. So the field is going to be greatest in case A since the contributions due to the three charges will be greatest."...
B. At one point along a line there is an electric field pointing to the left. The source of this field is one point charge somewhere on that line. x= 10 cm E| = 800 N/C. 1. Which of the following possibilities could have caused that field? (More than one may be correct.) a. A positive charge to the right of the point. b. A positive charge to the left of the point. c. A negative charge to the right...
Points: 1 13) Is it possible to have a zero electric potential between two positive charges along the line joining the two charges? A) Yes, if the two charges are equal in magnitude. B) No, a zero electric potential cannot exist between the two charges. C) Yes, regardless of the magnitude of the two charges. D) cannot be determined without knowing the separation between the two charges E) cannot be determined without knowing the magnitude of the charges Points: 3...
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