Cube Root Of 15625. Students also viewed these mathematics questions. So, \(\sqrt[3]{15625}=25\) let us understand this method using.

Ex 7.2, 1 find the cube root of each of the following numbers by prime factorisation method. D = 15625/7812.5 = 2. $$\sqrt[]{15625}=125$$ on top of this it is possible to write every root down as a power:

Square Root Of 12.5. The latter is used here. Multiply 2√3 √5 2 3 5 by √5 √5 5 5.

Now, to solve 12 5 + 2 55, we will take 5 common within the under root and get: Square root by prime factorization method. Now, in this question, we have to find the square root of 12 5 + 2 55.