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Describe how simplifying complex fractions is like dividing numerical fractions.
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do you mean complex fractions or complicated fractions
complex
complex numbers are with numbers with an imaginary part
complex fractions
\[{a+ib \over c+id}={a+ib \over c+id}{c-id \over c-id}={ac+bd +i(bc-ad) \over c^2+d^2 }\]
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simplifying complex fractions is like dividing numerical fractions because 16/(5/4) is the same as \[16/1 \div 5/4 \]
I'm guessing thats not what you mean since you said complex fractions, not dividing complex numbers
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