We are going to look at the specific case of a magnetic field in a coil (Section 12.4 in the OpenStax textbook). The equation for that works out to: HoIN 2R В In Part 1 we are going to keep the Number of Loops (N) constant with a value of 14.0. The radius (R) will be constant and have a value of 7.00 cm as well as the other parts that are just numbers (like 2 and Ho). You will make a graph where the y axis will be B (Magnetic Field) and the x axis will be I (Current). In LoggerPro the magnetic field axis will be measured in mT (milliTelsa). You'll need to convert your answer into mT/A. What do you predict will be the magnitude of the slope of the line for this graph? Hint: Think about what the slope of the line represents and how you can find it from constant values. Your answer should include: 3 Decimal Places
We are going to look at the specific case of a magnetic field in a coil (Section 12.4 in the OpenStax textbook). The equation for that works out to: HoIN 2R В In Part 1 we are going to keep the Number of Loops (N) constant with a value of 14.0. The radius (R) will be constant and have a value of 7.00 cm as well as the other parts that are just numbers (like 2 and Ho). You will make a graph where the y axis will be B (Magnetic Field) and the x axis will be I (Current). In LoggerPro the magnetic field axis will be measured in mT (milliTelsa). You'll need to convert your answer into mT/A. What do you predict will be the magnitude of the slope of the line for this graph? Hint: Think about what the slope of the line represents and how you can find it from constant values. Your answer should include: 3 Decimal Places
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![### Magnetic Field in a Coil Experiment
We are going to look at the specific case of a magnetic field in a coil (Section 12.4 in the OpenStax textbook). The equation for that works out to:
\[
B = \frac{\mu_0 IN}{2R}
\]
In Part 1 we are going to keep the Number of Loops (\(N\)) constant with a value of 14.0. The radius (\(R\)) will be constant and have a value of 7.00 cm as well as the other parts that are just numbers (like 2 and \(\mu_0\)).
You will make a graph where the **y axis** will be \(B\) (Magnetic Field) and the **x axis** will be \(I\) (Current). In LoggerPro the magnetic field axis will be measured in mT (milliTesla). You'll need to convert your answer into mT/A.
#### What do you predict will be the **magnitude of the slope** of the line for this graph?
*Hint: Think about what the slope of the line represents and how you can find it from constant values.*
**Your answer should include:**
**3 Decimal Places**
**Your Answer:**](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8cdc3187-c2c6-40c5-83e0-80ec87f2e7ff%2F123b01a9-77c9-4f4f-ac1c-9b5252ab0e3e%2Fo914grc_processed.png&w=3840&q=75)
Transcribed Image Text:### Magnetic Field in a Coil Experiment
We are going to look at the specific case of a magnetic field in a coil (Section 12.4 in the OpenStax textbook). The equation for that works out to:
\[
B = \frac{\mu_0 IN}{2R}
\]
In Part 1 we are going to keep the Number of Loops (\(N\)) constant with a value of 14.0. The radius (\(R\)) will be constant and have a value of 7.00 cm as well as the other parts that are just numbers (like 2 and \(\mu_0\)).
You will make a graph where the **y axis** will be \(B\) (Magnetic Field) and the **x axis** will be \(I\) (Current). In LoggerPro the magnetic field axis will be measured in mT (milliTesla). You'll need to convert your answer into mT/A.
#### What do you predict will be the **magnitude of the slope** of the line for this graph?
*Hint: Think about what the slope of the line represents and how you can find it from constant values.*
**Your answer should include:**
**3 Decimal Places**
**Your Answer:**
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