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The driver of a car sets the cruise control and ties the steering wheel so that the car travels at a uniform speed of 14 m/s in a circle with a diameter of 150 m . Part A Through what angula Express your answe ΑΣ. <> Submit Request Part B What arc length does it trau Express your answer usin ΑΣφ Submit Request Answe P Рears Copyright 2020 Pearson Education Inc. All rights reserved. Te

The driver of a car sets the cruise control and ties the steering wheel so that the car travels at a uniform speed of 14 m/s in a circle with a diameter of 150 m . Part A Through what angula Express your answe ΑΣ. <> Submit Request Part B What arc length does it trau Express your answer usin ΑΣφ Submit Request Answe P Рears Copyright 2020 Pearson Education Inc. All rights reserved. Te

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A & b please
**Problem Statement:** The driver of a car sets the cruise control and ties the steering wheel so that the car travels at a uniform speed of 14 m/s in a circle with a diameter of 150 m. **Questions:** - **Part A:** Through what angular displacement does the car travel? - *Express your answer.* - **Part B:** What arc length does it travel? - *Express your answer using the appropriate units.* **Textbox for Answer Input:** For Part A: - Angular displacement (θ) in radians can be input and submitted. For Part B: - Arc length (s) in meters can be input and submitted. This problem requires understanding of the relationship between linear speed, circular motion, and the formulas for angular displacement and arc length.
Transcribed Image Text:**Problem Statement:** The driver of a car sets the cruise control and ties the steering wheel so that the car travels at a uniform speed of 14 m/s in a circle with a diameter of 150 m. **Questions:** - **Part A:** Through what angular displacement does the car travel? - *Express your answer.* - **Part B:** What arc length does it travel? - *Express your answer using the appropriate units.* **Textbox for Answer Input:** For Part A: - Angular displacement (θ) in radians can be input and submitted. For Part B: - Arc length (s) in meters can be input and submitted. This problem requires understanding of the relationship between linear speed, circular motion, and the formulas for angular displacement and arc length.
**Part A** Through what angular distance does the car move in 3.50 min? *Express your answer using two significant figures.* - θ = [Input Box] rad [Submit Button] [Request Answer Button] --- **Part B** What arc length does it travel in this time? *Express your answer using two significant figures.* - s = [Input Box] m [Submit Button] [Request Answer Button] --- © 2020 Pearson Education Inc. All rights reserved. | [Terms of Use](#) | [Privacy Policy](#) | [Permissions](#) | [Contact Us](#)
Transcribed Image Text:**Part A** Through what angular distance does the car move in 3.50 min? *Express your answer using two significant figures.* - θ = [Input Box] rad [Submit Button] [Request Answer Button] --- **Part B** What arc length does it travel in this time? *Express your answer using two significant figures.* - s = [Input Box] m [Submit Button] [Request Answer Button] --- © 2020 Pearson Education Inc. All rights reserved. | [Terms of Use](#) | [Privacy Policy](#) | [Permissions](#) | [Contact Us](#)
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