When a vector is multiplied by -1, then its
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When a vector is multiplied by -1, only direction will change
Vector multiplication
- Vectors are the quantities that represent the magnitude as well as the direction.
- When a vector is multiplied by a number, its magnitude increases by the times that number is mentioned. Only when the number has positive or no sign with it.
- When the number has a negative sign with it. It represents that the magnitude will increase but in the opposite direction.
- Since, 1 does not change the magnitude of a quantity when multiplied with it. The magnitude of the vector will remain the same. But the direction will change.
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When a vector is multiplied by -1 then its only direction will be changed
Given :
- Vector is multiplied by -1
To Find :
- Impacts on Vector
- a. only magnitude will be change
- b. only direction will be change
- c. both magnitude and direction will change
- d. neither magnitude nor direction will change
Solution:
Vector has magnitude and direction
Magnitude is always +ve
Vector A can be written as |A|∠θ
|A| is magnitude
∠θ representing direction
On multiplying with - 1
| - A| = | A | Hence no change in magnitude
θ will become -θ
Hence direction will change
So correct answer is only direction will be change
when a vector is multiplied by -1 then its only direction will be changed
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