Worked this on my own, not sure of my answer is correct....? What is a possible first step to eliminate the variable y in the following system?4x + 6y = 15x - 3y = 8 Multiply the first equation by 5. Multiply the first equation by -2. Multiply the second equation by 2. Multiply the second equation by -3.
multiply the second equation by 2
I got b, though? why not -2?
then, you can subtract both the equations easily eliminating the y-term
Sorry, add
If you do as in b, then you will have to subtract the equations and you will have one extra step than doing as in c.
Hey, wait...i thought "b" to multiply second equation(didn't have a proper look) by -2.
I am sorry...now i'll show you what happens if you proceed as in b...
Thank you
If you multiply the first equation by -2, it becomes -8x-12y= -16 and we have second equation as 15x-3y=8. its not possible to solve it unless you multiply second equation by 4. Its quite lengthy...
Oh, i see what you're saying
So the question is asking for the most ACCURATE, yet SIMPLE approach?
If you do as in c, the second equation becomes 30x-6y=16 and the first equation as given is 4x+3y=8 and now its easy to solve...yes simple and accurate approach
4x+6y=8 i made a typo above..
The answer I get is C
4x+6y=8 is not one of the equations.
So, you are good..you are the first person on this site who wanna learn, as far as i've experienced...yes its C
awwww thank you!!!!!!:))))
@CliffSedge According to your master theory, you are right but I gave a solution to the question represented irrespective of the error made by her professor
Which is? @AbhimanyuPudi
Yes. Your answer was correct, but I wanted to make sure we all know what's really going on here.
well, the error as found out by our partner is that they are not compound equations..
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