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Mathematics 21 Online
OpenStudy (starfireandrobin):

Can somebody help me with this? I don't want to put it through the calculator and learn it from there. I want someone to teach it to me :( (it's in the replies).

OpenStudy (starfireandrobin):

OpenStudy (asc.bchs):

What do you think you do first? (Hint: Something with x)

OpenStudy (starfireandrobin):

Add -1/6x to 1/2x?

OpenStudy (jackthegreatest):

@StarfireAndRobin remember how you have to make the denominators equal

OpenStudy (starfireandrobin):

So 1/2 times 3/3?

OpenStudy (jackthegreatest):

that would get you 3/6

OpenStudy (starfireandrobin):

Oh, right. Nevermind that.

OpenStudy (starfireandrobin):

Ummm...

OpenStudy (jackthegreatest):

what is their least common denominator

OpenStudy (starfireandrobin):

12?

OpenStudy (jackthegreatest):

what is 6 x 7

OpenStudy (asc.bchs):

Another thing you could do similar to that is to eliminate the fractions, so you would multiple everything by the common denominator/1 to get whole numbers. My teacher taught me that, and I find it pretty easy.

OpenStudy (starfireandrobin):

@asc.bchs, could you explain that better? And @jackthegreatest, 42

OpenStudy (starfireandrobin):

Please keep going @jackthegreatest

OpenStudy (jackthegreatest):

yep

OpenStudy (jackthegreatest):

\[\frac{ 2x }{ 7 } + \frac{ x}{ 2 } = -\frac{ 40 }{ 7 } - \frac{ x }{ 6 }\]

OpenStudy (asc.bchs):

The LCM of 7, 2, and 6 is 42, so multiply everything by 42. So 2/7(42/1) is 84/7, or 12. If you repeat that with all the fractions, then you are working with whole numbers instead. Note that you MUST do this to both sides

OpenStudy (asc.bchs):

That's what I meant^

OpenStudy (jackthegreatest):

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