Simplifying the sq. root of 54 includes discovering the components of 54 which can be excellent squares. The sq. root of an ideal sq. is a rational quantity, which implies it may be expressed as a fraction of two integers. On this case, the components of 54 which can be excellent squares are 9 and 6. Subsequently, we are able to simplify the sq. root of 54 as follows:
Sqrt(54) = Sqrt(9 6) = Sqrt(9) Sqrt(6) = 3 Sqrt(6)
