http://prntscr.com/96kxjx Is it A, @TheSmartOne?
Slope intercept form = y=mx+b
I know, TSO explained it to me when I had forgot.
How do you fit it in though?
A is incorrect
Start by subtracting 6x \[\huge~\rm~6x+4y+−6x=8+−6x \]
When you do this what do you get? Or what are you left with?
2x
What would the equation look like?
Solve for y. \[y=2-\frac{3 x}{2}\]
Okay, I somewhat forgot how to do this. Can you explain it a bit more?
Please make sure that you are not giving out direct answers. \(\rm\color{green}{~~~~~~~~~~~~~~~Learning}\color{chocolate}{~is~alike~to~the~journey~of~an~}\color{green}{adventure.}\) \(\rm\color{chocolate}{~~~~An~adventure~with~the~}\color{green}{goal}\color{chocolate}{~of~attaining~a~greater~}\color{gold}{knowledge}\color{chocolate}{.}\) \(\rm\color{chocolate}{However,~it~is~}\color{darkred}{not~only}\color{chocolate}{~the~knowledge~alone~that~is~of~importance,}\) \(\rm\color{chocolate}{~~~~~For~it~is~often~times~our~}\color{green}{journey}\color{chocolate}{~that}\color{lime}{~inspires~}\color{chocolate}{our~}\color{gold}{knowledge.}\)
\[4y = 2 - 1\frac{ 1 }{ 2 }x\]
Step 1: Subtract 6x from both sides we are isolating x \[\huge~\rm~6x+4y+−6x=8+−6x\] Once we do that we have \[\huge~\rm~4y=8−6x\] Now we divide each number by 4 because we are isolating x \[\huge~\rm~4y/4=8/4−6x/4\] Tell me what you get
Or in this case, \[\frac{ 3 }{ 2 }\]
ok 4/4=?
1 so that gets y by itself.
Correct! :) so far y= 8/4=?
C is the answer.
2
Correct :)
C is right
Thank you! :)
np
However, how did the negative get in there?
@Pooja195, how did the negative get in there? Can you explain it some more to me so I will know in the future?
-6x/4 the 6 is negative.
Uhh... Okay, thanks?
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