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Construct the vector 1.1 s+1.2 t having initial point P. (Use the tools provided to move and scale the given vectors; then don't

Construct the vector 1.1 s+1.2 t having initial point P. (Use the tools provided to move and scale the given vectors; then don't

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 39RE
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Can someone help me construct the vector?

**Construct the Vector** Construct the vector \(1.1\mathbf{s} + 1.2\mathbf{t}\) having initial point \(P\). (Use the tools provided to move and scale the given vectors; then don't forget to... [text cut off]). ### Explanation of Diagram: The diagram illustrates two vectors labeled "1.0 \(\mathbf{t}\)" and "1.0 \(\mathbf{s}\)", each represented by an arrow. - The vector labeled "1.0 \(\mathbf{t}\)" is an arrow extending upward and to the right. - The vector labeled "1.0 \(\mathbf{s}\)" is an arrow extending downward and to the left. - Point \(P\) is marked as the initial point for the vector construction. ### Interactive Tools: The task provides several interactive tools (icons) to assist with the vector construction: 1. **Rotate Tool**: To rotate vectors. 2. **Scale Tool**: To adjust the length of vectors. 3. **Move Tool**: To reposition vectors on the plane. 4. **Erase Tool**: To remove vectors from the plane. 5. **Undo Tool**: To undo the previous action. 6. **Help Tool**: To access additional instructions or guidance. (Note: The exact tools may have specific actions not detailed due to partial visibility in the image.)
Transcribed Image Text:**Construct the Vector** Construct the vector \(1.1\mathbf{s} + 1.2\mathbf{t}\) having initial point \(P\). (Use the tools provided to move and scale the given vectors; then don't forget to... [text cut off]). ### Explanation of Diagram: The diagram illustrates two vectors labeled "1.0 \(\mathbf{t}\)" and "1.0 \(\mathbf{s}\)", each represented by an arrow. - The vector labeled "1.0 \(\mathbf{t}\)" is an arrow extending upward and to the right. - The vector labeled "1.0 \(\mathbf{s}\)" is an arrow extending downward and to the left. - Point \(P\) is marked as the initial point for the vector construction. ### Interactive Tools: The task provides several interactive tools (icons) to assist with the vector construction: 1. **Rotate Tool**: To rotate vectors. 2. **Scale Tool**: To adjust the length of vectors. 3. **Move Tool**: To reposition vectors on the plane. 4. **Erase Tool**: To remove vectors from the plane. 5. **Undo Tool**: To undo the previous action. 6. **Help Tool**: To access additional instructions or guidance. (Note: The exact tools may have specific actions not detailed due to partial visibility in the image.)
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