You take a conducting wire with a total length of 10.0m and form a square with it. A uniform magnetic field is oriented 30.0° above the plane of the square. If the magnitude of the magnetic field is 1.20T, what is the magnetic flux through the square? Uniform B – field 30° 12.0T- m? None of the other answers. 7.50 T · m? 3.75 T · m2 6.50 T · m² ОООО С

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**Problem Statement:**

You take a conducting wire with a total length of 10.0 m and form a square with it. A uniform magnetic field is oriented \(30.0^\circ\) above the plane of the square. If the magnitude of the magnetic field is \(1.20 \, T\), what is the magnetic flux through the square?

**Diagram Description:**

The diagram illustrates a square formed from a conducting wire. A uniform magnetic field, denoted by \(\vec{B}\), is shown as a blue arrow pointing diagonally through the plane of the square. The magnetic field is oriented at an angle of \(30^\circ\) above the plane of the square.

**Options for the magnetic flux:**

- \(12.0 \, T \cdot m^2\)
- None of the other answers.
- \(7.50 \, T \cdot m^2\)
- \(3.75 \, T \cdot m^2\)
- \(6.50 \, T \cdot m^2\)

The task is to determine the correct value of the magnetic flux through the square, considering the given conditions.
Transcribed Image Text:**Problem Statement:** You take a conducting wire with a total length of 10.0 m and form a square with it. A uniform magnetic field is oriented \(30.0^\circ\) above the plane of the square. If the magnitude of the magnetic field is \(1.20 \, T\), what is the magnetic flux through the square? **Diagram Description:** The diagram illustrates a square formed from a conducting wire. A uniform magnetic field, denoted by \(\vec{B}\), is shown as a blue arrow pointing diagonally through the plane of the square. The magnetic field is oriented at an angle of \(30^\circ\) above the plane of the square. **Options for the magnetic flux:** - \(12.0 \, T \cdot m^2\) - None of the other answers. - \(7.50 \, T \cdot m^2\) - \(3.75 \, T \cdot m^2\) - \(6.50 \, T \cdot m^2\) The task is to determine the correct value of the magnetic flux through the square, considering the given conditions.
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