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In the following exercises, divide the monomials.$$ rac{48 x^{11} y^{9} z^{3}}{36 x^{6} y^{8} z^{5}}$$...

Question

In the following exercises, divide the monomials.$$ rac{48 x^{11} y^{9} z^{3}}{36 x^{6} y^{8} z^{5}}$$

In the following exercises, divide the monomials. $$\frac{48 x^{11} y^{9} z^{3}}{36 x^{6} y^{8} z^{5}}$$



Answers

In the following exercises, divide the monomials.
$$\frac{48 x^{11} y^{9} z^{3}}{36 x^{6} y^{8} z^{5}}$$

So 36 divided by negative too is gonna give me negative 18 and then X to the third divided about asked the ninth. Well, we just have to subtract the three and the nine to get negative six. But since we want just positive exponent values, I'm gonna take the reciprocal of this situation to give me negative 18 over Exodus. Sixth power, Because if

For this one. I know that 18 and nine divine to two an extra third over X squared is kind of like seeing this where we can cancel out everything that's the same. So this cancels out and this cancels up and we're just left with one extra.

So 36 divided by forest nine. And then when we're doing wife, the nine over Why to the seventh? We just have to do nine minus seven because that's what you do when you're dividing exponents is you just subtract the smaller numbers to get wise.

So 18 and 27 can both be divided by nine. So I'm gonna cancel that out to chew over. Negative three. We have excellent five. An excellent night. So for this, since they have the same base when we divide it, we just want to subtract the little numbers on the top. So five minus nine is negative. For now, we have negative 2/3 X to the negative forth. But by putting this situation on the denominator, I could make this a positive because the question says that we only want positive exponents. So we have what we would have negative to over three extra.


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