The figure is a cross section through three long wires with linear mass density 59.0 g/m They each carry equal currents in the directions shown. The lower two wires are 4.0 cm apart and are attached to a table. (Figure 1) Part A What current I will allow the upper wire to "float" so as to form an equilateral triangle with the lower wires? Express your answer with the appropriate units. HÁ Value Units Submit Previous Answers Request Answer X Incorrect; Try Again; 29 attempts remaining Provide Feedback Figure < 1 of 1> 4 cm

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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**Educational Content:**

The problem involves a cross-section through three long wires, each with a linear mass density of 59.0 g/m. These wires carry equal currents, indicated in specific directions in the diagram. Two of the wires are placed 4.0 cm apart and attached to a table. The diagram referenced is labeled as Figure 1.

**Diagram Explanation:**

- The diagram shows a triangular arrangement of three wires.
- The two lower wires are positioned horizontally 4 cm apart, with currents flowing into the page, as indicated by the crossed circle symbols.
- The upper wire is positioned above the midpoint of the lower wires, with current flowing out of the page, indicated by a dotted circle.

**Problem Statement (Part A):**

The task is to calculate the current \( I \) required to allow the upper wire to "float" and form an equilateral triangle with the lower wires. The answer must be expressed with appropriate units.

- Input fields are provided for the value and units of the current.
- There is an option to submit the answer, review previous answers, and request an answer.
- A note indicates that the previous attempt was incorrect, with 29 attempts remaining.

The exercise requires applying principles from electromagnetism, specifically the magnetic force between current-carrying wires, to determine the current for the specified configuration.
Transcribed Image Text:**Educational Content:** The problem involves a cross-section through three long wires, each with a linear mass density of 59.0 g/m. These wires carry equal currents, indicated in specific directions in the diagram. Two of the wires are placed 4.0 cm apart and attached to a table. The diagram referenced is labeled as Figure 1. **Diagram Explanation:** - The diagram shows a triangular arrangement of three wires. - The two lower wires are positioned horizontally 4 cm apart, with currents flowing into the page, as indicated by the crossed circle symbols. - The upper wire is positioned above the midpoint of the lower wires, with current flowing out of the page, indicated by a dotted circle. **Problem Statement (Part A):** The task is to calculate the current \( I \) required to allow the upper wire to "float" and form an equilateral triangle with the lower wires. The answer must be expressed with appropriate units. - Input fields are provided for the value and units of the current. - There is an option to submit the answer, review previous answers, and request an answer. - A note indicates that the previous attempt was incorrect, with 29 attempts remaining. The exercise requires applying principles from electromagnetism, specifically the magnetic force between current-carrying wires, to determine the current for the specified configuration.
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