I'm reading my maths text book and I'm reading from the beginning of Linear Algebrea nd Vector calculus going through all the basics and stuff(I was also able to answer the questions correctly in the exercises (YAY me!)) and I found something very interesting.
Gauss elimination can find a solution if planes intersect.
So I thought to myself if it works with straight lines then it must work with other planes too.
If you store:
ax^2 + bx + c in a matrix for 3 coordinates you can score quadratic intersections which would work with curves and surfaces.
The quadratic formula will only give you 0-2 solutions top. This method can give you more.
I always thought Gauss elimination was only used for boring stuff we did in class.
YAY!
Gauss elimination can find a solution if planes intersect.
So I thought to myself if it works with straight lines then it must work with other planes too.
If you store:
ax^2 + bx + c in a matrix for 3 coordinates you can score quadratic intersections which would work with curves and surfaces.
The quadratic formula will only give you 0-2 solutions top. This method can give you more.
I always thought Gauss elimination was only used for boring stuff we did in class.
YAY!