The square root of 4 * the square root of 81 four possible combinations:
and two possible answers
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sqrt(4/81) = sqrt(4)/sqrt(81) = 2/9
Square root of 81 has two solutions: SQRT(81) = +9 and -9 SQRT(81) = +9. The square root function has just a single output for every input. It, by definition, returns the positive 2nd root of the function. So SQRT(x) is always non-negative. This is distinctly different than saying, "what number squared equals 81?" That refers to solutions to the equation x^2 = 81, of which there are two.....+9 and -9.
Examples of such numbers are 49, where sqrt(49) = 7, 81, where sqrt(81) = 9. Such numbers are called square numbers.
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Oh, dude, the square root of 81 is 9 because 9 times 9 is 81. And the square root of 169 is 13 because 13 times 13 is 169. It's like basic math, man.