Understanding Vector Notation: Solving Homework Equations

In summary, simple vector notation is a mathematical system that uses arrows or bold letters to represent and manipulate vectors. It is more intuitive and easier to understand compared to other vector notations, and allows for quick visualization and manipulation of vectors. It can be used in any number of dimensions, but may not be suitable for more advanced or complex vector operations.
  • #1
superg33k
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0

Homework Statement



Does
[tex]r_{12}[/tex]
mean distance from point 1 to point 2, or point 2 to point 1?

Homework Equations


The Attempt at a Solution

 
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  • #2
Where you typically see this notation is the vector form of Coulomb's law where electric force exerted by a charge q1 on a second charge q2 is written F12
 
  • #3
Cheers, I'm using in it Biot-Savat law so same thing really. I always forget it, it drives me nuts! Thanks again.
 

1. What is simple vector notation?

Simple vector notation is a mathematical system used to represent and manipulate vectors. It involves using arrows or bold letters to represent vectors, and using mathematical operations such as addition, subtraction, and multiplication to manipulate them.

2. How is simple vector notation different from other vector notations?

Unlike other vector notations, simple vector notation is more intuitive and easier to understand for those new to vector mathematics. It also allows for easier visualization of vector operations and properties.

3. What are the advantages of using simple vector notation?

Simple vector notation allows for quick and easy representation and manipulation of vectors, making it useful in various fields such as physics, engineering, and computer science. It also simplifies complex vector equations and makes it easier to understand vector concepts.

4. Can simple vector notation be used to represent vectors in higher dimensions?

Yes, simple vector notation can be used to represent vectors in any number of dimensions. It is not limited to just two or three dimensions like some other vector notations.

5. Are there any limitations to using simple vector notation?

While simple vector notation is useful in many applications, it may not be suitable for more advanced or complex vector operations. In those cases, other vector notations may be more appropriate.

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