Question

what is the value of 4√3√2^2

Answer 1

4×✓3×✓2×✓2=
4×2×✓3
8✓3

Answer 2

Answer:

The value of $4\sqrt{3}\sqrt{2} ^{2}$ is $8\sqrt{3}$

Step-by-step explanation:

We have expression $4\sqrt{3}\sqrt{2} ^{2}$ and by simplification, we have to find the value of this expression

⇒$4\sqrt{3}\sqrt{2} ^{2}=4\sqrt{3}.2$

⇒$4\sqrt{3}\sqrt{2} ^{2}=8\sqrt3$

So the solution of $4\sqrt{3}\sqrt{2} ^{2}$ in simplified form is  $8\sqrt3$

We can solve it further by putting the value of $\sqrt3$ as 1.732

Then we get the value of the expression $4\sqrt{3}\sqrt{2} ^{2}=13.856$