If you wanted to eliminate the y variable by adding the two equations in the following system, what could be your first step?
2x − 4y = 6
3x − y = 12
Add the two equations together
Multiply the first equation by −4
Multiply the second equation by −4
Multiply the second equation by 4
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OpenStudy (inkyvoyd):
Well, what are you having trouble with?
OpenStudy (anonymous):
wat to do first
OpenStudy (inkyvoyd):
Well, you want to make it so if you add the two equations y disappears...
OpenStudy (anonymous):
B then??
OpenStudy (inkyvoyd):
No. why would you try B?
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OpenStudy (anonymous):
nvm
OpenStudy (anonymous):
i just relized wat i did wrong
OpenStudy (anonymous):
so going off of wat u said i need to add them first or i need to get rid of the Y's first
OpenStudy (inkyvoyd):
You need to multiply one equation by a constant, and then add them. You want to make it so that the constant you mutiply by cancels out the y value when you add them.
OpenStudy (anonymous):
ok
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OpenStudy (anonymous):
would it be D because mulitply 4 * 1 its going to be 4 and when you and 4 and -4 together it cancels each other out leaving the y-intercept out of the equation
OpenStudy (inkyvoyd):
careful - if you multiply by 4 when you add them you actually get -8y. You'll want to multiply the second equation by -4 actually.
OpenStudy (anonymous):
oh ok
OpenStudy (anonymous):
so C
OpenStudy (inkyvoyd):
yup.
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