Is position and resultant vectors are same?

In summary, the conversation is about different types of vectors, including position vectors, resultant vectors, free vectors, and null vectors. The speaker is confused about the difference between position and resultant vectors, but it is explained that they are two distinct concepts. Additionally, the speaker is encouraged to do some research and come back with specific questions for clarification.
  • #1
shafqatullah
1
0
Hi all..

I am new at this forum...

I have a question..

Please tell me about Position vector and Resultant vector? According to my point of view, both vectors are same.. And tell me about free vector and null vector..

Thanks in advance...
 
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  • #2
shafqatullah said:
Please tell me about Position vector and Resultant vector? According to my point of view, both vectors are same.
Why don't you explain why you think that? A position vector describes the position of something with respect to some reference point; a resultant is the sum of two vectors. These are two distinct concepts, although you can certainly have a situation where the sum of two displacements (the resultant) is the final position vector of something. (I suspect that's what you're thinking.)
And tell me about free vector and null vector..
Rather than asking broad questions like 'tell me about...', do some reading (or Googling), try to figure it out, then come back with specific questions where you need a little help.
 

FAQ: Is position and resultant vectors are same?

What is the difference between position and resultant vectors?

Position vectors indicate the location of a point in space, while resultant vectors show the combined effect of multiple vectors acting on an object.

Can position vectors and resultant vectors be equal?

No, position vectors and resultant vectors cannot be equal as they represent different aspects of vector quantities.

How are position and resultant vectors related?

Position vectors are used to calculate resultant vectors. The resultant vector is the sum of all the individual vectors acting on an object at a certain position.

Can two vectors with different magnitudes have the same resultant vector?

Yes, it is possible for two vectors with different magnitudes to have the same resultant vector if they are acting in opposite directions.

What is the significance of position and resultant vectors in physics?

Position and resultant vectors are important concepts in physics as they are used to describe the motion and forces acting on an object. They help us understand how different forces combine to produce a net effect on an object's movement.

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