What Positive Number $X$ Satisfies The Equation $3x^2 = 27^3$?

What positive number $x$ satisfies the equation $3x^2 = 27^3$?

Answer:

If the $ sign is just a mistaken text in the equation, then x = 81.

Step-by-step explanation:

The solution to this problem goes like this

$3x^2 = 27^3\\3x^2 = 19683\\x^2 = \frac{19683}{3}\\x^2 = 6561\\x = \sqrt{6561}\\x= 81$

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