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#uw/notes #uw/class/math208
- - -
- Possible intersections of 3 planes in 3D space
- 1 point - one solution
- $z=0$
- $x=0$
- $y=0$
- 1 line - infinite solutions
- $z=0$
- $x=0$
- $x=z$
- 3 lines - no solutions
- $z=0$
$z=x+1$
- $z=1-x$
- one plane - infinite solutions
- $z=0$
- $2z=0$
- $3z=0$
- no intersections - no solutions
- $z=0$
- $z=1$
- $z=2$
- Adding constant multiple of one linear equation in system does not change solution set of system
- concept behind gaussian elimination