5

In73 2) 2 lel2"i...

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In73 2) 2 lel2"i

In 73 2) 2 le l2"i



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Divide. $$ \frac{73}{-1} $$

Well, given, uh, talk off Jew dividing binder law off the one on one to you noticed that we don't see any place near you would be the press 10 here. And we were estimation, actually, Treat has more places, then we get any coaching does 6.11 six. And when you explain 116 year

It was the lock off 200 divided by 300 to you noticed that every Dems, any breznican, everybody The base 10. And we will need your estimation objected. Three days more places. So locking but your 100 devalued by trade terms No wonder to never get good You don't your bone fry for eight?

So we had the A please in Excel or to find this place. It was excellent. The easiest way to solve equations fractions was the multiply all the terms by the common denominator. The common denominator here is six. We're gonna move by the X over two by six, which we can divide the top on bottom by two to give us three X. There were animals quite a minus one by sticks and learning a multiplying the X over three by sex to get two x from here begins of drug for the example sides to get the exes together. And then we could divide both sides when you need one for a final solution is that X equals?

So in this example, we have a simple proportionally losing. We have a couple options here. We could find common denominators and then said them equal to each other or another option. As begin cross multiply, we can multiply diagonally and multiply two times x and said that equal to three times the quantity of X minus one. Those simplifying with distributive property three times x three times one. We can subtract the reacts, whatever we do. The one side we do the opposite. We get a negative one. X is maybe three. Therefore, defining moment could have won to get people. If you want to define Collins, not many there's We could divide the second fraction by multiplying the second back somebody to in the first fraction by three. And that would give us three times X minus 1/6 equals two X over six and notice. This is really what we just did in this example. By cross multiply, we kind of set the denominator equal and a short cut so that is cross multiplying just to get the numerator part of it and understand that, so either way you want to go about it, we should simplify down toe


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