Question

determine whether the lines x = 3t+2, y= t-1, z = 6t+1, and x= 3s-1. y= s-2, z = s intersect.

Answer 1

First you factor in the quantum mechanics. Here's my work.

Answer 2

(7,9)

Answer 3

:)

Answer 4

what?

Answer 5

HAhaha IStutts is a NIMROD!!!

Answer 6

i do not know quantum mechanics

Answer 7

You don't get it?

Answer 8

reminds me a little of a matrix, but that's it

Answer 9

Well, then you shouldn't be taking a quantum mechanics class?

Answer 10

didn't know vector calc was quontum mechanics

Answer 11

quantum*

Answer 12

Sooooo, I guess that's the only way you know to solve that?

Answer 13

Yeah, some reason in your calc class, quantum mechanics is involved.

Answer 14

well, i appreciate the help. haha! at least you didnt call me a nimrod

Answer 15

Any takers?

Answer 16

ok solve the following
set the x and components equal
3t+2=3s-1
t-1=s-2
solve for s and t let me know what you get.

Answer 17

@IStutts can you solve these two equations ?
3t+2=3s-1
t-1=s-2