If x = y/2 + 6, what is y in terms of x?
the problem looks like this, right? \[x = \frac{ y }{ 2+6 }\]
No! It's y over 2 plus 6!
oh, ok. well in that case, you would subtract the 6 on both sides, then multiply by 2 to get your answer
So i would get y by itself?
yep
so the answer would be 2x - 12 = y ?
hm.. I got x - 12 = y..
How? :( If you subtract 6 on both sides, you'd get x - 6 = y/2 , then you would multiply 2 to get y by itself, which would give me 2x - 12 = y
when you multiply by 2, you can't multiply it by both the x and the 6.
oh okay!
does that make sense?
eh a little
you just have to remember to only multiply the number by a number because you can only combine like terms
okay! thanks!
anytime :)
the problem isn't set up like that.
\[x = \frac{ y }{ 2 } + 6\]
The problem is set up like that
where did the 3 come from?
it should look like this\[x= \frac{ y }{ 2 } + 6\]\[x - 6 = \frac{ y }{ 2 }\]\[x - 12 = y\]
you're doing the wrong kind of problem. They asked what y was in terms of x.
@SlightlyConfused just ignore this guy
yeah i took the question in other way it would be like \[x=\frac{ y }{ 2 } +6\] \[x-6=\frac{ y }{ 2 }\] \[2(x-6)=y\] \[2x-12=y\] \[y=2x-12\] this is the correct answer
now is it correct ??? @samanthablank
@samanthablank I think @Ibad is correct on this one
Simply because, 2x-12 is one of the multiple choices listed for this question
ok.. maybe I was wrong.
@samanthablank No it's fine!! Thanks for helping me
Your too @Ibad
*you
ok, yeah I was wrong. This site ( http://www.mathway.com/default.aspx?subject=trigonometry)e says @Ibad is correct.
no problem @samanthablank , it happens, same i took question in a wrong manner 3 times, in mathematics even a scientist can do a mistake :)
haha yeah, true :)
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