When the equation 27 to the power of x end power equals root of order three of 27 squared is evaluated for x, you derive an equivalent form of the radical root of order three of 27 squared in rational exponent form: 27x. What is the value of x? x = 3 x = 2 x = 3 over 2 x = 2 over 3

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When the equation 27 to the power of x end power equals root of order three of 27 squared is evaluated for x, you derive an equivalent form of the radical root of order three of 27 squared in rational exponent form: 27x. What is the value of x? x = 3 x = 2 x = 3 over 2 x = 2 over 3

Mathematics
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which answer is it
HI!!
this is why mathematicians invented notation this is pretty much impossible to decipher try the equation tool below o

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Other answers:

so you dont know the answer
actually i don't know the question
what
is it something like \[27^x\]?
or maybe \[\huge 27^x=\sqrt[3]{27^2}\]
yes
ok now i understand
\[\huge \sqrt[n]{b^m}=b^\frac{m}{n}\]
so \[\huge\sqrt[3]{27^2}=27^{\frac{2}{3}}\]
thats the answer
?
Yeah Probably 2/3
thank you!!!!!
it is \[\frac{2}{3}\] yes
the actual number, however, is \(3^2=9\)

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