Question

12. What is the simplified form of 45 to the fifth power square root​

Answer 1

`6075 √(5)`

Explanation:

`√(45^5)\\= √((3^2*5)^5)\\= \sqrt{3^(10)*5^5}\\= 3^5 √(5^4 * 5)\\= 3^5 * 5^2 √(5)\\= 243 * 25 √(5)\\= 6075 √(5)`