in Question 1 2. Three point charges, A = 2 µC, B = -3 µC and C = -1 µC, are placed linearly at equal distances of 20 mm apart. 1.1 %3D 2. 20 mm 20 mm 2 µC (-3 μC) -1 uC 2.: A Assume the force exerted by A on B is -135 N. 2. What does the negative sign of the force imply about the nature of the 1.1.1 Qu force? Tw 1.1.2 What is the nature of the force between are B and C? sh fro 1.1.3 Deduce the magnitude of the force between B and C. 3.1 Draw a free-body diagram of the forces on B. 1.1.4 3.2 1.1.5 Calculate the resultant force on B. Assume the three
in Question 1 2. Three point charges, A = 2 µC, B = -3 µC and C = -1 µC, are placed linearly at equal distances of 20 mm apart. 1.1 %3D 2. 20 mm 20 mm 2 µC (-3 μC) -1 uC 2.: A Assume the force exerted by A on B is -135 N. 2. What does the negative sign of the force imply about the nature of the 1.1.1 Qu force? Tw 1.1.2 What is the nature of the force between are B and C? sh fro 1.1.3 Deduce the magnitude of the force between B and C. 3.1 Draw a free-body diagram of the forces on B. 1.1.4 3.2 1.1.5 Calculate the resultant force on B. Assume the three
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)...
Related questions
Question
![02
5: ELECTRICITY AND
Question
50 mm
Question 5
2
The charges P (180 nC), Q (160 nC) and R (-250 nC).
are placed in a straight line. The distance between P
and Q is 10 cm, but the distance between Q and Ris
MAGNETISM QUESTIONS
vertically on
silk threads, 50 mm
0,0003 C
-0,002 C
the sketch .
unknown. The
ELECTROSTATICS
10 cm
magnitude of the
electrical field at Q, due
Coulomb's Law
indicated.
to charges P and R, is
1 000 000 N.C.
R
-250 nC
Question 1
180 nC
160 nC
Calculate the magnitude of the force that
the balls exert on each other in this position
2.1
Three point charges, A = 2 µC, B = -3 µC and
C = -1 µC, are placed linearly at equal
distances of 20 mm apart.
1.1
5.1
Indicate the direction of the electrical field at
position Q.
2.2
5.2
Show that the magnitude of the net force
exerted on charge Q is 0,16 N.
20 mm
balls are released to move freely.
20 mm
Determine the magnitude of the force that the
balls exert on each other when they come to a
2 μC
-3 μ C
-1 μC
2.3
5.3
Calculate the force that R exerts on Q.
5.4
Show that the distance between P and R is
15,18 cm.
A
B
C
standstill 60 mm apart.
Assume the force exerted by A on B is
5.5
Assume R is moved so that it
Draw a sketch of the electric field around the
two balls at the end of the experiment.
10 cm
2.4
is directly under Q at a
distance of 5,18 cm and
calculate the magnitude and
direction of the net force
exerted on Q.
-135 N.
P.
Q
160 nC
What does the negative sign of the
force imply about the nature of the
force?
1.1.1
180 nC
Question 3
P
Two small neutral spheres, P and Q,
are placed on insulating stands as
shown. 10° electrons are transferred
from P to Q.
R
-250 nC
1.1.2
What is the nature of the force between
B and C?
Question 6
Deduce the magnitude of the force
between B and C.
Two metal spheres on insulated stands carry charges
of +4 µC and -6 µC, respectively. The centres of the
spheres are 40 cm apart, as shown below.
1.1.3
3.1
Calculate the charge on P and Q.
Draw a free-body diagram of the forces
on B.
1.1.4
If the electrostatic force between the two
spheres is 2,56 × 10° N, calculate the distance
between their midpoints.
3.2
40 cm
20 cm
1.1.5
Calculate the resultant force on B.
+4
UC
P.
1.2
Assume the three
A (2 µC
Electric field strength
charges A, B and C
above are located at
Calculate the magnitude of the force exerted by
each sphere on the other.
Question 4
6.1
Two charges, one of -2 µC and one of 1 µC are
100 mm apart.
20 mm
the corners of a
6.2 By what factor will the magnitude of the force in
Question 6.1 change if one of the charges
becomes 5 times larger and the distance
between the spheres becomes 4 times smalle
(Do not calculate the new value of the force.
right-angled triangle.
4.1 Prove that the magnitude of the force that the
charges exert on each other equals 1,8 N.
(-3 µC)
-1 µC
-20 mm-
C
Draw a vector diagram of the forces
being exerted on B.
In two different ways, calculate the electric field
strength produced by the -2 uC charge at the
position of the 1 µC charge.
1.2.1
4.2
6.3
Calculate the net electric field at point P as
shown in the diagram above
1.2.2
Determine the magnitude of the](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb413f49a-6fe8-4d69-a29a-a891e9ac87eb%2F87cdf396-d412-4542-bd8b-6e69fafc6eeb%2Fy49gv6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:02
5: ELECTRICITY AND
Question
50 mm
Question 5
2
The charges P (180 nC), Q (160 nC) and R (-250 nC).
are placed in a straight line. The distance between P
and Q is 10 cm, but the distance between Q and Ris
MAGNETISM QUESTIONS
vertically on
silk threads, 50 mm
0,0003 C
-0,002 C
the sketch .
unknown. The
ELECTROSTATICS
10 cm
magnitude of the
electrical field at Q, due
Coulomb's Law
indicated.
to charges P and R, is
1 000 000 N.C.
R
-250 nC
Question 1
180 nC
160 nC
Calculate the magnitude of the force that
the balls exert on each other in this position
2.1
Three point charges, A = 2 µC, B = -3 µC and
C = -1 µC, are placed linearly at equal
distances of 20 mm apart.
1.1
5.1
Indicate the direction of the electrical field at
position Q.
2.2
5.2
Show that the magnitude of the net force
exerted on charge Q is 0,16 N.
20 mm
balls are released to move freely.
20 mm
Determine the magnitude of the force that the
balls exert on each other when they come to a
2 μC
-3 μ C
-1 μC
2.3
5.3
Calculate the force that R exerts on Q.
5.4
Show that the distance between P and R is
15,18 cm.
A
B
C
standstill 60 mm apart.
Assume the force exerted by A on B is
5.5
Assume R is moved so that it
Draw a sketch of the electric field around the
two balls at the end of the experiment.
10 cm
2.4
is directly under Q at a
distance of 5,18 cm and
calculate the magnitude and
direction of the net force
exerted on Q.
-135 N.
P.
Q
160 nC
What does the negative sign of the
force imply about the nature of the
force?
1.1.1
180 nC
Question 3
P
Two small neutral spheres, P and Q,
are placed on insulating stands as
shown. 10° electrons are transferred
from P to Q.
R
-250 nC
1.1.2
What is the nature of the force between
B and C?
Question 6
Deduce the magnitude of the force
between B and C.
Two metal spheres on insulated stands carry charges
of +4 µC and -6 µC, respectively. The centres of the
spheres are 40 cm apart, as shown below.
1.1.3
3.1
Calculate the charge on P and Q.
Draw a free-body diagram of the forces
on B.
1.1.4
If the electrostatic force between the two
spheres is 2,56 × 10° N, calculate the distance
between their midpoints.
3.2
40 cm
20 cm
1.1.5
Calculate the resultant force on B.
+4
UC
P.
1.2
Assume the three
A (2 µC
Electric field strength
charges A, B and C
above are located at
Calculate the magnitude of the force exerted by
each sphere on the other.
Question 4
6.1
Two charges, one of -2 µC and one of 1 µC are
100 mm apart.
20 mm
the corners of a
6.2 By what factor will the magnitude of the force in
Question 6.1 change if one of the charges
becomes 5 times larger and the distance
between the spheres becomes 4 times smalle
(Do not calculate the new value of the force.
right-angled triangle.
4.1 Prove that the magnitude of the force that the
charges exert on each other equals 1,8 N.
(-3 µC)
-1 µC
-20 mm-
C
Draw a vector diagram of the forces
being exerted on B.
In two different ways, calculate the electric field
strength produced by the -2 uC charge at the
position of the 1 µC charge.
1.2.1
4.2
6.3
Calculate the net electric field at point P as
shown in the diagram above
1.2.2
Determine the magnitude of the
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