Choose the correct first step(s) to solve the system using elimination. 4x + 7y = 6 and 6x + y = 2

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Choose the correct first step(s) to solve the system using elimination. 4x + 7y = 6 and 6x + y = 2

Mathematics
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divide both sides by X
All I can say is, you have at least two other people taking the exact same class you are.
Katin 95 is one of them

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Lol! I go to K12 online public school.
I know
Ok? Lol. Can you help me put what Durviel just said into an equation??
I wouldn't use durviel's method
I have my own methods
Oh, well can you use your method and put it in an equation for me? :)
everyone has different methods. some work better for others. correct?
durviel, I'm curious to see your method
By the way, it says use elimination
i would find x first. then, when i have that answer, i use it to find y. i was taught that way. but maybe your way does work better.
I just want an answer lol.
Originally, you said "divide both sides by x". I was waiting to see how you would use that to solve it.
how would you do it? i am hear to learn so... yeah
You first
He just told you his method, Lol.
one sec....
I want to see the method where you divide both sides by x only.
the way i was taught is you find x first. then when you plug in x, you could find y.
What was that drivel between Durviel and Hero lol...Thought you were supposed to be helping... I will help. So we have: 4x + 7y = 6 and 6x + y = 2 The correct first step is to multiply the second equation by 7 to get: 42x + 7y = 14 We can then eliminate the 7 by subtracting equation 1 (unchanged) from equation 2. :)

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