### Problem DescriptionA 4.6 g wire is bent into a circular loop with a 10 cm radius. The gravitational force on the loop points in the −y-direction. The upper half of the loop passes through a 0.8 T magnetic field pointing in the −z-direction (into the page) and confined to a limited region of space. The magnitude and direction of the magnetic field are constant within the indicated region. The magnetic field is zero outside of the region.### Diagram ExplanationThe diagram illustrates the setup:- A coordinate system is shown with axes labeled as x, y, and z.- A circular loop with a radius of 10 cm is depicted. The loop is partially immersed in a rectangular region labeled "Magnetic field region," where the magnetic field \(\vec{B}\) is directed into the plane of the page, represented by a series of X marks.- A vector \(\vec{F}_{\text{grav}}\) is shown pointing downward from the loop, indicating the direction of the gravitational force.### Questions(a) **If the loop is levitating (i.e., experiencing zero net force), what direction (clockwise or counterclockwise) must the current be flowing in? Explain.**(b) **Find the magnitude of the current such that the loop levitates.**

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Answered: 3. A 4.6 g wire is bent into a circular…

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