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(9) Force on moving charge q>0 B V (11) Force on moving charge q>0 (10) Force on moving charge q>0 B B (12) Force on moving charge, if q>0,, <0 or =0, and where it lands on the right. [ (13) Force on moving charge B (14) Force on moving negative charge

(9) Force on moving charge q>0 B V (11) Force on moving charge q>0 (10) Force on moving charge q>0 B B (12) Force on moving charge, if q>0,, <0 or =0, and where it lands on the right. [ (13) Force on moving charge B (14) Force on moving negative charge

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Using the right hand rule can you answer 11-14 please 

### Understanding Magnetic Forces on Moving Charges This section provides a visualization of how magnetic forces act on moving charges. Below are descriptions of diagrams related to the force on a moving charge in a magnetic field. #### Diagrams: 1. **(9) Force on Moving Charge \( q > 0 \)** - This diagram shows a positive charge moving with velocity \( v \) in a magnetic field \( B \). Both the velocity and magnetic field vectors are displayed as arrows, and they are placed at an angle to each other. 2. **(10) Force on Moving Charge \( q > 0 \)** - Similar to diagram (9), this shows a positive charge with velocity \( v \) in a magnetic field \( B \). The vectors are angled, indicating the three-dimensional consideration of these vectors affecting the charge. 3. **(11) Force on Moving Charge \( q > 0 \)** - This illustration depicts several circular entities with a moving charge \( q > 0 \) represented by a vector \( v \). The magnetic field \( B \) interacts at an angle with the moving charge, denoted by intersecting lines in the field. 4. **(12) Force on Moving Charge, Various Charge Conditions** - This diagram shows a charge moving through a magnetic field \( B \), with possible outcomes for when the charge \( q \) is greater than, less than, or equal to zero. The path of the charge leads out of a magnetic field and indicates its final position based on charge polarity. 5. **(13) Force on Moving Charge** - Here, the diagram depicts a moving charge with velocity \( v \) perpendicular to the magnetic field lines \( B \). This setup is useful for visualizing the Lorentz force which acts perpendicular to both the velocity and field direction. 6. **(14) Force on Moving Negative Charge** - This vector diagram illustrates the scenario of a negative charge moving with velocity \( v \) in a magnetic field \( B \). The vectors are drawn at angles, suggesting the resulting force direction once the negative charge moves through the magnetic field. These diagrams are essential for comprehending the interaction between magnetic fields and moving charges, including the directional influence of magnetic forces as described by the right-hand rule for positive charges and the left-hand rule for negative charges. Understanding these interactions is crucial in fields like electromagnetism and designing electric motors and generators.
Transcribed Image Text:### Understanding Magnetic Forces on Moving Charges This section provides a visualization of how magnetic forces act on moving charges. Below are descriptions of diagrams related to the force on a moving charge in a magnetic field. #### Diagrams: 1. **(9) Force on Moving Charge \( q > 0 \)** - This diagram shows a positive charge moving with velocity \( v \) in a magnetic field \( B \). Both the velocity and magnetic field vectors are displayed as arrows, and they are placed at an angle to each other. 2. **(10) Force on Moving Charge \( q > 0 \)** - Similar to diagram (9), this shows a positive charge with velocity \( v \) in a magnetic field \( B \). The vectors are angled, indicating the three-dimensional consideration of these vectors affecting the charge. 3. **(11) Force on Moving Charge \( q > 0 \)** - This illustration depicts several circular entities with a moving charge \( q > 0 \) represented by a vector \( v \). The magnetic field \( B \) interacts at an angle with the moving charge, denoted by intersecting lines in the field. 4. **(12) Force on Moving Charge, Various Charge Conditions** - This diagram shows a charge moving through a magnetic field \( B \), with possible outcomes for when the charge \( q \) is greater than, less than, or equal to zero. The path of the charge leads out of a magnetic field and indicates its final position based on charge polarity. 5. **(13) Force on Moving Charge** - Here, the diagram depicts a moving charge with velocity \( v \) perpendicular to the magnetic field lines \( B \). This setup is useful for visualizing the Lorentz force which acts perpendicular to both the velocity and field direction. 6. **(14) Force on Moving Negative Charge** - This vector diagram illustrates the scenario of a negative charge moving with velocity \( v \) in a magnetic field \( B \). The vectors are drawn at angles, suggesting the resulting force direction once the negative charge moves through the magnetic field. These diagrams are essential for comprehending the interaction between magnetic fields and moving charges, including the directional influence of magnetic forces as described by the right-hand rule for positive charges and the left-hand rule for negative charges. Understanding these interactions is crucial in fields like electromagnetism and designing electric motors and generators.
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