Q. 20
Question
What is the set of all position vectors in of magnitude 5 ?
Step-by-Step Solution
Verified Answer
- All position vectors in with magnitude 5 are those whose terminal points are on a circle with radius 5 and Centre at the origin.
1Step 1: Introduction
- Consider all the position vectors in with magnitude 5 .
- The target is to find the set of all the position vectors in with magnitude 5.
2Step 2: Given Information
- Consider the graph below:
- The graph depicts a vector with a magnitude of 5.
3Step 3: Explanation
- All position vectors in with magnitude 5 are those whose terminal points are on a circle with radius 5 and Centre at the origin.
Other exercises in this chapter
Q. 18
Let \(v=\langle w,x,y,z\rangle\).Describe the sets of points in \(R^4\) satisfying \(||v||=4\).
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How do you generalize the ideas of this section to vectors with four components? To vectors with n components?
View solution Q. 21
What is the set of all position vectors in \(R^3\) of magnitude \(5\)?
View solution Q 23.
Find u+v and u-v. Also, sketch u, v, u+vand u-v. u=2,-6, v=6, 2,
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