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X(-) 9 5 kips 50° 60° 10 kips 3 Y(+) 0 Y(-) 25° 30° 8 kips X (+) 12 kips 2

X(-) 9 5 kips 50° 60° 10 kips 3 Y(+) 0 Y(-) 25° 30° 8 kips X (+) 12 kips 2

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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Determine the resultant R. Compute magnitude, sense and angle of inclination with horizontal x.

The image depicts a vector diagram with forces applied at point O in different directions. The coordinate axes are labeled with X(+) and X(-) for the horizontal axis, and Y(+) and Y(-) for the vertical axis. ### Diagram Explanation: 1. **Force 1**: - Magnitude: 8 kips - Direction: At an angle of 25° above the X(+) axis. 2. **Force 2**: - Magnitude: 12 kips - Direction: At an angle of 30° below the X(+) axis. 3. **Force 3**: - Magnitude: 10 kips - Direction: At an angle of 60° below the X(-) axis. 4. **Force 4**: - Magnitude: 5 kips - Direction: At an angle of 50° above the X(-) axis. Each force is represented by an arrow indicating its direction and magnitude in kips. The angles are measured from the X-axis, and the positive directions are according to standard angle measurement in a Cartesian plane.
Transcribed Image Text:The image depicts a vector diagram with forces applied at point O in different directions. The coordinate axes are labeled with X(+) and X(-) for the horizontal axis, and Y(+) and Y(-) for the vertical axis. ### Diagram Explanation: 1. **Force 1**: - Magnitude: 8 kips - Direction: At an angle of 25° above the X(+) axis. 2. **Force 2**: - Magnitude: 12 kips - Direction: At an angle of 30° below the X(+) axis. 3. **Force 3**: - Magnitude: 10 kips - Direction: At an angle of 60° below the X(-) axis. 4. **Force 4**: - Magnitude: 5 kips - Direction: At an angle of 50° above the X(-) axis. Each force is represented by an arrow indicating its direction and magnitude in kips. The angles are measured from the X-axis, and the positive directions are according to standard angle measurement in a Cartesian plane.
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