The image presents a physics problem involving a wire carrying an electric current \( I \). The wire can be bent into two different configurations, affecting the magnetic field at specific points.### Description:#### Left Diagram:- A wire is bent into an inverted U-shape around point \( P_1 \).- The wire has a total length of \( 4l \).- The segments extending horizontally are each labeled \( l \), and the vertical segment is labeled \( 2l \).- The point \( P_1 \) is located centrally below the horizontal segment.#### Right Diagram:- The wire is bent into a semicircular shape around point \( P_2 \).- Again, the wire carries the same current \( I \).- The semicircle has a radius \( l \).- Horizontal segments of length \( l \) extend from each end of the semicircle.- Point \( P_2 \) is at the center of the semicircle.### Problem Statement:1. Calculate the magnitude of the magnetic field \( B_1 \) at point \( P_1 \) in the left configuration.2. Calculate the magnitude of the magnetic field \( B_2 \) at point \( P_2 \) in the right configuration.3. Determine the ratio \( \frac{B_1}{B_2} \).4. Identify the directions of the magnetic fields \( B_1 \) and \( B_2 \).The problem requires an understanding of magnetic fields created by currents in wires, particularly in linear and curved configurations.

Given information: The length of the wire, 4l This wire is bent into two different shapes. Both the…

Answered: b) A wire, carrying an electric current…

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