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x (m) 20 10 0 -10- 12 3 4 5 VX(m/s) 201 10 O -t(s)-10- -12- atrod

x (m) 20 10 0 -10- 12 3 4 5 VX(m/s) 201 10 O -t(s)-10- -12- atrod

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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Quantitatively draw the corresponding velocity-vs-time graph(include numerical values). Be sure to label axes, ticks, and include proper units. 

The image contains two graphs, both plotted against time (t in seconds) on the horizontal axis. ### Left Graph: - **Title**: Displacement vs. Time - **Axes**: - Horizontal Axis (x-axis): Time, \( t \) (s) from 0 to 5 seconds. - Vertical Axis (y-axis): Displacement, \( x \) (m) from -10 to 20 meters. - **Description**: - The graph shows a piecewise linear function starting at \( (0, 20) \). - During the first second, the displacement drops straight down to \( (1, 0) \). - Between 1 and 2 seconds, the graph dips further down to \( (2, -10) \). - From 2 to 3 seconds, the displacement rises back to \( (3, -5) \). - Finally, from 3 to 5 seconds, the graph shows a positive slope reaching back to \( (5, 5) \). ### Right Graph: - **Title**: Velocity vs. Time - **Axes**: - Horizontal Axis (x-axis): Time, \( t \) (s) from 0 to 5 seconds. - Vertical Axis (y-axis): Velocity, \( v \) (m/s) from -20 to 20 m/s. - **Description**: - The graph begins at \( (0, 0) \) m/s. - Between 0 and 1 second, the velocity decreases to \( (1, -10) \) m/s. - From 1 to 3 seconds, the velocity is constant at \( (2, 0) \) m/s. - Between 3 and 5 seconds, the graph shows a constant velocity at \( (3, 5) \) m/s. These graphs represent a simplified motion model, likely illustrating different phases of motion through displacement and velocity over the same time interval.
Transcribed Image Text:The image contains two graphs, both plotted against time (t in seconds) on the horizontal axis. ### Left Graph: - **Title**: Displacement vs. Time - **Axes**: - Horizontal Axis (x-axis): Time, \( t \) (s) from 0 to 5 seconds. - Vertical Axis (y-axis): Displacement, \( x \) (m) from -10 to 20 meters. - **Description**: - The graph shows a piecewise linear function starting at \( (0, 20) \). - During the first second, the displacement drops straight down to \( (1, 0) \). - Between 1 and 2 seconds, the graph dips further down to \( (2, -10) \). - From 2 to 3 seconds, the displacement rises back to \( (3, -5) \). - Finally, from 3 to 5 seconds, the graph shows a positive slope reaching back to \( (5, 5) \). ### Right Graph: - **Title**: Velocity vs. Time - **Axes**: - Horizontal Axis (x-axis): Time, \( t \) (s) from 0 to 5 seconds. - Vertical Axis (y-axis): Velocity, \( v \) (m/s) from -20 to 20 m/s. - **Description**: - The graph begins at \( (0, 0) \) m/s. - Between 0 and 1 second, the velocity decreases to \( (1, -10) \) m/s. - From 1 to 3 seconds, the velocity is constant at \( (2, 0) \) m/s. - Between 3 and 5 seconds, the graph shows a constant velocity at \( (3, 5) \) m/s. These graphs represent a simplified motion model, likely illustrating different phases of motion through displacement and velocity over the same time interval.
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