Question

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

Answer 1

which answer is it

Answer 2

HI!!

Answer 3

this is why mathematicians invented notation
this is pretty much impossible to decipher
try the equation tool below o

Answer 4

so you dont know the answer

Answer 5

actually i don't know the question

Answer 6

what

Answer 7

is it something like
\[27^x\]?

Answer 8

or maybe \[\huge 27^x=\sqrt[3]{27^2}\]

Answer 9

yes

Answer 10

ok now i understand

Answer 11

\[\huge \sqrt[n]{b^m}=b^\frac{m}{n}\]

Answer 12

so \[\huge\sqrt[3]{27^2}=27^{\frac{2}{3}}\]

Answer 13

thats the answer

Answer 14

?

Answer 15

Yeah Probably 2/3

Answer 16

thank you!!!!!

Answer 17

it is \[\frac{2}{3}\] yes

Answer 18

the actual number, however, is \(3^2=9\)