Whats the irrational square root of divided 63 in simplest form
The simplest form of the irrational square root of 63 can be found by simplifying the square root. The square root of 63 is irrational since it cannot be expressed as a fraction. However, we can simplify it to its simplest form.
√(63) = √(9 × 7) = √9 × √7 = 3√7
Therefore, the irrational square root of 63 in simplest form is 3√7.