Find the magnitude of component of 3i^ - 2j^ +k^ along the vector 12i^+ 3j^ - 4k^. (^ = cap)
Answers
Answered by
100
not confirm about answer.......
plzzzzzzzzzz inform me if it is wrong or right.......
plzzzzzzzzzz inform me if it is wrong or right.......
Attachments:
billu004:
plz mark it brainliest
Answered by
0
Answer:
The magnitude of component of vector A along the vector B is 2units.
Explanation:
Given two vectors, and
Need to find the component of vector A along vector B.
This refers to the projection of one vector onto the other vector.
- The vector projection of vector A on vector B is given by
- where is the unit vector and is the magnitude of the vector projection called the scalar projection .
- A scalar projection is given by the dot product of a vector with a unit vector for that direction.
Thus, applying the scalar projection of vector A on vector B, given by
since , we get
Therefore, the magnitude of component of vector A along the vector B is 2units.
For more info:
https://brainly.in/question/6474633
https://brainly.in/question/518014
Similar questions