Today we were working on systems of equations, and we had a sub teach us the lesson, so I'm kind of confused. I'll try to work this out the best I can.
I have two linear equations. I have to solve them (find their common point, if they have one) by using substitution. This means no graphs. ok, here goes
my two equations are
3x-2y=0
x+y=-5
now, what she wants us to do is get x or y by itself, like
x=-y-5
now i substitute
3(-y-5)-2y=0
after working that, i got y=-3
now, I have to go back to the equation and plug in y to find my x, and then i have my x,y point. Only thing is I don't remember which equation to go back to, because they all give me different answers.
I'm sure this all is simple and you guys in highschool are laughing, but hey, we all forget to write a note down sooner or later, right? Thanks in advance.
I have two linear equations. I have to solve them (find their common point, if they have one) by using substitution. This means no graphs. ok, here goes
my two equations are
3x-2y=0
x+y=-5
now, what she wants us to do is get x or y by itself, like
x=-y-5
now i substitute
3(-y-5)-2y=0
after working that, i got y=-3
now, I have to go back to the equation and plug in y to find my x, and then i have my x,y point. Only thing is I don't remember which equation to go back to, because they all give me different answers.
I'm sure this all is simple and you guys in highschool are laughing, but hey, we all forget to write a note down sooner or later, right? Thanks in advance.

That's a lot of what goes on in scientific computing, really. Computing large matrices.

Comment