dividing exponents: (56X^3Y^2 - 35XY^3 + 42XY) ÷ ....
- Thread starter zhyia
- Start date
pka
Elite Member
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- Jan 29, 2005
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You have posted many problems.
But you have shown no effort on you own.
Now, you show us what you can do with this.
\(\displaystyle \L
\left[ {56X^3 Y^2 - 35XY^3 + 42XY} \right] \div \left[ {7XY^2 } \right] = \frac{{56X^3 Y^2 }}{{7XY^2 }} + \frac{{ - 35XY^3 }}{{7XY^2 }} + \frac{{42XY}}{{7XY^2 }}\)
If you do we may be able to help you.
But you have shown no effort on you own.
Now, you show us what you can do with this.
\(\displaystyle \L
\left[ {56X^3 Y^2 - 35XY^3 + 42XY} \right] \div \left[ {7XY^2 } \right] = \frac{{56X^3 Y^2 }}{{7XY^2 }} + \frac{{ - 35XY^3 }}{{7XY^2 }} + \frac{{42XY}}{{7XY^2 }}\)
If you do we may be able to help you.