Assume you are adding vectors and you complete the first two steps, getting Ry and Ry. The signs of Rx and Ry show where the resultant goes. If Ry is negative and Ry is positive, then R goes to the left and up. Match the following: First quadrant, angle between O and 90 degrees Second quadrant, angle 1. Rx is positive and Ry is positive between 90 and 180 degrees 2. Rx is negative and R, is positive Third quadrant, angle between 180 and 270 3. Ry is negative and Ry is negative degrees 4. Ry is positive and Ry is negative Fourth quadrant, angle between 270 and 360 degrees >

Physics for Scientists and Engineers, Technology Update (No access codes included)
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Author:Raymond A. Serway, John W. Jewett
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Chapter3: Vectors
Section: Chapter Questions
Problem 3.11OQ: Vector lies in the xy plane. Both of its components will be negative if it points from the origin...
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Assume you are adding vectors and you complete the first two steps, getting Ry and
Ry. The signs of Rx and Ry show where the resultant goes. If Ry is negative and Ry is
positive, then R goes to the left and up.
Match the following:
First quadrant, angle
between O and 90 degrees
Second quadrant, angle
1. Rx is positive and Ry is positive
between 90 and 180
degrees
2. Rx is negative and R, is positive
Third quadrant, angle
between 180 and 270
3. Ry is negative and Ry is negative
degrees
4. Ry is positive and Ry is negative
Fourth quadrant, angle
between 270 and 360
degrees
>
>
Transcribed Image Text:Assume you are adding vectors and you complete the first two steps, getting Ry and Ry. The signs of Rx and Ry show where the resultant goes. If Ry is negative and Ry is positive, then R goes to the left and up. Match the following: First quadrant, angle between O and 90 degrees Second quadrant, angle 1. Rx is positive and Ry is positive between 90 and 180 degrees 2. Rx is negative and R, is positive Third quadrant, angle between 180 and 270 3. Ry is negative and Ry is negative degrees 4. Ry is positive and Ry is negative Fourth quadrant, angle between 270 and 360 degrees > >
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