In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is free to pivot about its center. Will the magnet on the left start to rotate? If so, will it initially rotate clockwise or counterclockwise? Figure Q24.1

Question

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Answer 1

Textbook Question

Chapter 24, Problem 1CQ

In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is free to pivot about its center. Will the magnet on the left start to rotate? If so, will it initially rotate clockwise or counterclockwise?

Figure Q24.1

Chapter 24, Problem 1CQ, In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

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Plastic beads can often carry a small charge and therefore can generate electric fields. Three beads are oriented such that system of all three beads is zero. 91 E field lines 93 92 What charge does each bead carry? 91 92 -1.45 = = What is the net charge of the system? What charges have to be equal? μC 2.9 × What is the net charge of the system? What charges have to be equal? μC 93 = 2.9 μС 92 is between and 91 93° The sum of the charge on q₁ and 92 is 91 + 92 = −2.9 μC, and the net charge of the

Answer 2

Textbook Question

Chapter 24, Problem 1CQ

In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is free to pivot about its center. Will the magnet on the left start to rotate? If so, will it initially rotate clockwise or counterclockwise?

Figure Q24.1

Chapter 24, Problem 1CQ, In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

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Answer 3

Textbook Question

Chapter 24, Problem 1CQ

In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is free to pivot about its center. Will the magnet on the left start to rotate? If so, will it initially rotate clockwise or counterclockwise?

Figure Q24.1

Chapter 24, Problem 1CQ, In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

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Answer 4

Textbook Question

Chapter 24, Problem 1CQ

In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is free to pivot about its center. Will the magnet on the left start to rotate? If so, will it initially rotate clockwise or counterclockwise?

Figure Q24.1

Chapter 24, Problem 1CQ, In Figure Q24.1, suppose the magnet on the right is fixed in place and the magnet on the left is

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

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Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

Answer 8

Expert Solution & Answer

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

To determine

To check: the left side magnet’s rotation and find the initial rotating direction of this magnet.

Answer 12

Answer to Problem 1CQ

The left side magnet starts rotating and it is rotating in the direction of clockwise.

Answer 13

Explanation of Solution

Given data:

Refer Figure Q24.1 in the textbook for two magnet arrangement.

Consider that the north pole of the magnet is expressed as “N” and the south pole of the magnet is expressed as “S”.

Explanation:

Consider the same poles of magnets repel each other and opposite poles of magnets attract each other.

The magnet, which is placed in the left side, will rotate in direction of clockwise because two N poles of the two magnets repel each other and the N pole of left magnet gets attracted by the S pole of right magnet. Then, the left magnet’s S pole is attracted to the N pole of the fixed magnet.

Therefore, the left magnet gets rotating due to opposite poles attraction and same poles repel.

Conclusion:

Thus, the left side magnet starts rotating and it is rotating in the direction of clockwise.