How do I solve this equation? 66 = 14/13x – 6
$$\Huge 66=\frac{14}{13}x-6$$
That is what I'm trying to solve
When you say the word "solve" you must also say WHAT you what to solve for?
I think I'm supposed to solve for x.
Yes, that means you are trying to transform the equation into a simpler equation whose solution or solutions can easily be seen.
Ok, am I supposed to make the improper fraction into a mixed number? I don't know what to do first..
We use the idea of balance to solve equations, whatever you do to one side, you must also do the same thing to the other to keep it balanced.
I would start by adding 6 to both sides.
Ok, so it would be something like this? 72 = 14/13x Did I do it right?
Yes, now multiply both sides by 13/14.
So it would be 1008/13 = x
$$\Huge 72*\frac{13}{14}=x$$
Actually I think it is the improper fraction 14 over 13
what is the improper fraction 14 over 13?
You wrote in the equation above 72 * 13 over 14 = x I think it is supposed to be 72 * 14 over 13 = x
What did you multiply both sides of the equation with?
I'm confused now.. it looks like I multiplied it by 13 over 14.
$$\Huge 72 = \frac{14}{13}x$$
$$\Huge\frac{13}{14}* 72 = \frac{13}{14}*\frac{14}{13}x$$
$$\Huge\frac{13}{14}* 72 = 1*x$$
$$\Huge\frac{a}{b}* \frac{b}{a}=1$$
So then it would be: 13/14 * 72/1 = x 936 = x
Oh wait it would be 935 over 14 = x Is that right?
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