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Multiply 12b^3c/c^5 3c/4b^2 simplify your answer as much as possible
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@sleepyhead314
@sleepyjess
3c^3/4b^2
factors at the bottom, cancel out with the factors atop
3c/c?
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hmmm
hold the mayo... I thik... my "ccc" on the 2nd ... is off is only 1 c shoot lemme redo that
ok
is the cs wrong?
\(\bf \bf \cfrac{12b^3c}{c^5}\cdot \cfrac{3c}{4b^2}\implies \cfrac{(\cancel{4}\cdot 3)bbbc}{ccccc}\cdot \cfrac{3ccc}{4bb}\implies \cfrac{\cancel{4}\cdot {\color{brown}{ 3}}\cancel{bb}{\color{brown}{ b }}\cancel{c}\cdot {\color{brown}{ 3 }}\cancel{c}}{\cancel{c}{\color{brown}{ ccc}} \cancel{c}\cancel{4}\cancel{bb}} \\ \quad \\ \cfrac{9b}{c^3}\)
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atop is left only with 3 * 3 * b -> 9b botom is -> ccc -> \(c^3\)
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