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The linear velocity of the ball, as it is released, is at what angle above the horizontal? Take a minute to draw yourself the triangle! Angle SHOWN Horizontal Angle 90 degrees (P/2 radians) minus the angle shown O 180 degrees (Pi radians) minus the angle shown O he angle shown Length

The linear velocity of the ball, as it is released, is at what angle above the horizontal? Take a minute to draw yourself the triangle! Angle SHOWN Horizontal Angle 90 degrees (P/2 radians) minus the angle shown O 180 degrees (Pi radians) minus the angle shown O he angle shown Length

College Physics
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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The image features a diagram illustrating a ball on a curved ramp, highlighting the geometric relationships involved when calculating the angle of release. Here's a detailed explanation: **Diagram Components:** 1. **Ball on Ramp:** - A ball is positioned at the top of a curved ramp. 2. **Triangle Setup:** - A right triangle is depicted, with the ramp forming the hypotenuse labeled "Length." - The angle between the ramp and the horizontal base is marked as "Angle SHOWN." 3. **Horizontal Base:** - Labeled as "Horizontal," this forms the baseline for measuring angles. 4. **Angle of Interest:** - An arrow indicates the direction of the linear velocity of the ball as it exits the ramp, aligned with the right angle formed by the trajectory. **Question:** The text poses a question: "The linear velocity of the ball, as it is released, is at what angle above the horizontal? Take a minute to draw yourself the triangle!" **Multiple Choice Answers:** 1. 90 degrees (π/2 radians) minus the angle shown 2. 180 degrees (π radians) minus the angle shown 3. The angle shown This diagram is designed for educational purposes, helping illustrate the basic physics concepts of projectile motion and the geometric considerations involved in determining the trajectory angle.
Transcribed Image Text:The image features a diagram illustrating a ball on a curved ramp, highlighting the geometric relationships involved when calculating the angle of release. Here's a detailed explanation: **Diagram Components:** 1. **Ball on Ramp:** - A ball is positioned at the top of a curved ramp. 2. **Triangle Setup:** - A right triangle is depicted, with the ramp forming the hypotenuse labeled "Length." - The angle between the ramp and the horizontal base is marked as "Angle SHOWN." 3. **Horizontal Base:** - Labeled as "Horizontal," this forms the baseline for measuring angles. 4. **Angle of Interest:** - An arrow indicates the direction of the linear velocity of the ball as it exits the ramp, aligned with the right angle formed by the trajectory. **Question:** The text poses a question: "The linear velocity of the ball, as it is released, is at what angle above the horizontal? Take a minute to draw yourself the triangle!" **Multiple Choice Answers:** 1. 90 degrees (π/2 radians) minus the angle shown 2. 180 degrees (π radians) minus the angle shown 3. The angle shown This diagram is designed for educational purposes, helping illustrate the basic physics concepts of projectile motion and the geometric considerations involved in determining the trajectory angle.
The image contains a question and multiple-choice options that appear to be part of an educational assessment related to physics. The text is as follows: "The initial linear velocity of the ball in the y direction is equal to the total velocity times the sine of the angle SHOWN (given originally in the problem statement)." Below the statement, there are two options to choose from: - ∘ True - ∘ False There are no graphs or diagrams associated with this text.
Transcribed Image Text:The image contains a question and multiple-choice options that appear to be part of an educational assessment related to physics. The text is as follows: "The initial linear velocity of the ball in the y direction is equal to the total velocity times the sine of the angle SHOWN (given originally in the problem statement)." Below the statement, there are two options to choose from: - ∘ True - ∘ False There are no graphs or diagrams associated with this text.
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