Question

Magnetic flux refers to how much magnetic field goes through a loop. The flux depends on the magnetic field and

Answer 1

The magnetic flux through a loop depends on the magnetic field and the loop's area.

Step-by-step explanation:

Magnetic flux Φ refers to the quantity of magnetic field lines passing through a given surface, like a loop. It is determined by two fundamental properties: the strength of the magnetic field B passing through the loop and the area A of the loop itself. Mathematically, the formula for magnetic flux Φ through a closed surface is given by
`\(Φ = B * A * \cos(θ)\)`, where θ is the angle between the magnetic field lines and the normal to the surface.

The magnetic field B is measured in teslas T, while the area A is measured in square meters
`(\(m^2\))`. When the magnetic field is perpendicular to the surface, the maximum flux occurs (θ = 0°), resulting in the simplest formula:
`\(Φ = B * A\)`. However, when the angle between the field and the surface deviates, the cosine of the angle accounts for the reduction in the magnetic flux.

For instance, consider a circular loop with a magnetic field passing perpendicular to its surface. If the magnetic field strength is
`\(0.5 \, T\)` and the loop has an area of
`\(0.1 \, m^2\)`, the magnetic flux through the loop Φ will be
`\(Φ = 0.5 \, T * 0.1 \, m^2 = 0.05 \, Wb\) (webers)`.

In summary, magnetic flux through a loop is influenced by both the strength of the magnetic field passing through it and the area of the loop itself, with the angle between the field lines and the surface affecting the overall flux.

Here is completed question;

"Magnetic flux refers to how much magnetic field goes through a loop. The flux depends on the magnetic field and what other fundamental property?"