Square Root Of 42

Square Root Of 42

The square root of 42 on the square root of 7? ۔

Does anyone know that the answer cannot be found for the sake of simplicity?

ˆš42 / ˆš7 = ˆš6.

(Square root of 42) / (square root of 7)

Square and Dominator = 42/7 = 6.

ˆš (42) / ˆš (7), so rationalize the dominator by multiplying den (7)

Then (š š (42) / ˆš (7)) (à ˆš (7) / ˆš (7) = ˆš (294) / 7 = ˆš (49) (6) / 7, we factor 294 by 49 x 6 Do, = 7 ˆš (6) / 7, so our answer is ˆš (6)

Square Root Of 42