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QUICK EASY QUESTION! WILL GIVE MEDAL! Simplify : (3^6)^18 a. 3^3 b. 3^12 c. 3^24 d. 3^108
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um try making it easier to read I might be able to help
\[(a^x)^y=a ^{xy}\]
Use the exponent rule: \((x^y)^z = x^{y \cdot z}\)
ok
\[(3^6)^{18}=3^{6\times18}\]
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Applying that rule will give us: \((3^6)^{18} \rightarrow 3^{6 \cdot 18} \rightarrow 6^{108}\)
So what is 6x18?
@iGreen I thing you meant to write \[3^{108}\]
ohhh so its 3^108?
Yes.
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Thank u!
Also note that \(x^y \times x^z=x ^{y+z}\)
Oh yeah my bad..xD
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