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* In each of the figures below a charge q₁ = 11.3 nC is moving with a speed v = 2.0 107. The direction is pointing in the (a) right, (b) up, (c) left and (d) downward direction on a cartesian coordinate system as shown below. When the charge passes by the location (5.00cm, 5.00cm) what is the magnetic field vector (in component form) at the location (5.00cm, 0.00cm) for each situation? (a) (b) (c) 91 P 91 P V (d) 91 2 91

* In each of the figures below a charge q₁ = 11.3 nC is moving with a speed v = 2.0 107. The direction is pointing in the (a) right, (b) up, (c) left and (d) downward direction on a cartesian coordinate system as shown below. When the charge passes by the location (5.00cm, 5.00cm) what is the magnetic field vector (in component form) at the location (5.00cm, 0.00cm) for each situation? (a) (b) (c) 91 P 91 P V (d) 91 2 91

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In each of the figures below, a charge \( q_1 = 11.3 \, \text{nC} \) is moving with a speed \( v = 2.0 \times 10^7 \, \text{m/s} \). The direction is pointing in the (a) right, (b) up, (c) left, and (d) downward direction on a Cartesian coordinate system as shown below. When the charge passes by the location \( (5.00 \, \text{cm}, 5.00 \, \text{cm}) \), what is the magnetic field vector (in component form) at the location \( (5.00 \, \text{cm}, 0.00 \, \text{cm}) \) for each situation? **Diagram Descriptions:** - **Diagram (a):** A Cartesian coordinate system with marked axes. A blue circle labeled \( q_1 \) is shown with a vector \( v \) pointing to the right. A red dot labeled \( p \) is located slightly above the x-axis, to the right of \( q_1 \). - **Diagram (b):** Similar Cartesian coordinate system. The blue circle \( q_1 \) has the vector \( v \) pointing upward. The red dot \( p \) remains at the same position as in (a). - **Diagram (c):** Again, same Cartesian setup. Here, \( q_1 \)'s vector \( v \) points to the left. The red dot \( p \) remains to the right of \( q_1 \). - **Diagram (d):** In this diagram, the vector \( v \) of \( q_1 \) points downward. The position of \( p \) remains consistent with other diagrams. These diagrams visually represent the movement of a charged particle in various directions relative to a fixed point \( p \) and are used to determine the magnetic field vector at a specified location.
Transcribed Image Text:In each of the figures below, a charge \( q_1 = 11.3 \, \text{nC} \) is moving with a speed \( v = 2.0 \times 10^7 \, \text{m/s} \). The direction is pointing in the (a) right, (b) up, (c) left, and (d) downward direction on a Cartesian coordinate system as shown below. When the charge passes by the location \( (5.00 \, \text{cm}, 5.00 \, \text{cm}) \), what is the magnetic field vector (in component form) at the location \( (5.00 \, \text{cm}, 0.00 \, \text{cm}) \) for each situation? **Diagram Descriptions:** - **Diagram (a):** A Cartesian coordinate system with marked axes. A blue circle labeled \( q_1 \) is shown with a vector \( v \) pointing to the right. A red dot labeled \( p \) is located slightly above the x-axis, to the right of \( q_1 \). - **Diagram (b):** Similar Cartesian coordinate system. The blue circle \( q_1 \) has the vector \( v \) pointing upward. The red dot \( p \) remains at the same position as in (a). - **Diagram (c):** Again, same Cartesian setup. Here, \( q_1 \)'s vector \( v \) points to the left. The red dot \( p \) remains to the right of \( q_1 \). - **Diagram (d):** In this diagram, the vector \( v \) of \( q_1 \) points downward. The position of \( p \) remains consistent with other diagrams. These diagrams visually represent the movement of a charged particle in various directions relative to a fixed point \( p \) and are used to determine the magnetic field vector at a specified location.
Expert Solution
Step 1
Given:
q1=11.3nC
v=2.0×107ms
 
It is required to determine the magnetic field for each case in the component form.
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