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a/8.4=20/6
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First I'll write it out the right way.
\[\frac{ a }{ 8.4 }=\frac{ 20 }{ 6 }\]
First we'll cross multiply the numbers.
\[a \times6=6a\]\[20\times8.4=168\]Do you see how cross multiplying works?
yup
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Good, now we have 6a=168
To undo the multiplication of "a", we divide. We'll divide both sides so that the proportion stays equal.
\[6a \div 6=a\]\[168\div6=28\]
Do you see how I divided to get the "a" alone, and understand why we have to do both sides.
@changedman1988?
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Well, I hope you understand. So, the final answer is: a=28
\[\frac{a}{8.4}=\frac{20}{6}\]\[8.4\times\frac{a}{8.4}=\frac{20}{6}\times 8.4\]\[\cancel{8.4}\times\frac{a}{\cancel{8.4}}=\frac{20}{6}\times 8.4\]\[a=\frac{20}{6}\times 8.4\]\[a=28\]
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