What is the simplified form of a over 3 all over 6 over 3 a ?
@zepdrix help please..?
\[\Large\rm \frac{\left(\frac{a}{3}\right)}{\left(\frac{6}{3a}\right)}\]Did I interpret that correctly? We need to simplify this?
Yes, that's right.
When we divide fractions, we can rewrite it as multiplication by flipping the bottom fraction. Example:\[\Large\rm \frac{\left(\frac{e}{f}\right)}{\left(\frac{g}{h}\right)}\quad=\quad \frac{e}{f}\cdot \frac{h}{g}\]And then do normal fraction multiplication, top with top, bottom with bottom,\[\Large\rm \frac{e\cdot h}{f\cdot g}\]And simplify if possible.
\[a/3 \times 3a/6?\] That would equal 3a^2/18?
Mmm good! Now it looks like the top and bottom are both divisible by 3. Can we cancel out a 3 somehow?
Yea. a^2/6
Okay. Thanks for the help zepdrix!
yay good job \c:/
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