Question

Which of the following is the largest number √2, 3√3, 4√4, 6√6

Answer 1

Answer:

6√6 is the largest no. in the given number

Answer 2

Largest number is 6√6.

To find :

Largest number from the following : ( $\sqrt{2}, 3\sqrt{3}, 4\sqrt{4}, 6\sqrt{6}$ )

Given :

          √2, 3√3, 4√4, 6√6

To find the largest value :

√2 can be written as √2.

3√3 can be written as $\sqrt{(3)^{2}.3 }$ which gives $\sqrt{27}$.

4√4 can be written as $\sqrt{(4)^{2}.4 }$ which gives $\sqrt{64}$.

6√6 can be written as $\sqrt{(6)^{2}.6 }$ which gives $\sqrt{216}$.            

Largest number = $\sqrt{216}$ , hence 6√6 has the highest value.

Thus, the largest number is 6√6.

To learn more...  

brainly.in/question/672097