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2. For the vectors C and D at the right, the difference vector D - C points in the direction up and to the left down and to the right up and to the right D down and to the left

2. For the vectors C and D at the right, the difference vector D - C points in the direction up and to the left down and to the right up and to the right D down and to the left

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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### Vector Direction Exercise **Problem:** For the vectors **C** and **D** shown at the right, the difference vector **D - C** points in the direction: - ⊙ up and to the left - ⊙ down and to the right - ⊙ up and to the right - ⊙ down and to the left **Explanation of Diagram:** The diagram accompanying the problem shows two vectors: - **C**: Points upwards. - **D**: Points to the left. When subtracting vector **C** from vector **D** (i.e., **D - C**), the resultant vector points in the direction from the tip of vector **C** to the tip of vector **D**. This means the resultant vector will point diagonally down and to the left.
Transcribed Image Text:### Vector Direction Exercise **Problem:** For the vectors **C** and **D** shown at the right, the difference vector **D - C** points in the direction: - ⊙ up and to the left - ⊙ down and to the right - ⊙ up and to the right - ⊙ down and to the left **Explanation of Diagram:** The diagram accompanying the problem shows two vectors: - **C**: Points upwards. - **D**: Points to the left. When subtracting vector **C** from vector **D** (i.e., **D - C**), the resultant vector points in the direction from the tip of vector **C** to the tip of vector **D**. This means the resultant vector will point diagonally down and to the left.
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