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9 squared divided by 3 cubed. Give expression in symbols and evaluate it? What is a exponential mot action with positive exponents?
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\[9^{2}/3^{3}=9*9/3*3*3=3*3*3*3/3*3*3=3\]
I'm not understanding what is being said? So what would the given expression in symbols be?
\[9^{2}/3^{3}\] this is the expretion in symbols
Okay would I put the divided sign
@myko has answered the question, and shown the symbolic notation with one minor change if I may: \[\frac{9^{2}}{3^{3}}=\frac{9*9}{3*3*3}=\frac{3*3*3*3}{3*3*3}=3\] 3*3*3*3/3*3*3=3*3*3*1*3*3=243 (3*3*3*3)/(3*3*3) =3 Parenthesis please ladies & gents! :-D
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or use fraction: \[9^{2}\over 3^{3}\]
(9^2/3^3)
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