For problem 8, find the value of the magnetic field in microteslas (with positive values pointing out of the page and negative valuespointing into the page) using a value of the innerradius R1 = 2.73 cm. (5 sig figs) ### Question 1**Problem Statement:** For problem 29.8, find the value of the magnetic field in microteslas. Use positive values for the magnetic field pointing out of the page and negative values for the field pointing into the page. Use an inner radius \( R1 = 2.73 \, \text{cm} \). Ensure your answer has 5 significant figures.**Points Available:** 10 points**Action Required:** Provide your calculated answer in the provided space. Click "Save Answer" when complete.---This question is part of a test for the course "202240-PH-106-004" with a due date for Homework 10, Chapter 29 on October 31st. **Problem 8:**In Fig. 29-40, two semicircular arcs have radii \( R_2 = 7.80 \, \text{cm} \) and \( R_1 = 3.15 \, \text{cm} \). They carry a current \( i = 0.281 \, \text{A} \) and share the same center of curvature \( C \). What are the (a) magnitude and (b) direction (into or out of the page) of the net magnetic field at \( C \)?**Explanation of the Diagram:**The diagram shows two semicircular arcs centered at point \( C \). The arcs have radii \( R_2 \) and \( R_1 \). Current \( i \) flows counterclockwise through the arcs. The arcs are concentric, and their center is labeled \( C \).**Figure 29-40, Problem 8**

The magnetic field due to arc with radius R1 is B1=μ0i4R1 where μ0 is the permeability of free…

Answered: find the value of the magnetic field in…

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find the value of the magnetic field in microteslas (with positive values pointing out of the page and negative values pointing into the page) using a value of the inner radius R1 = 2.73 cm.