What is the product of 6√3 and 3√6 in simplest radical form
To find the product of 6√3 and 3√6, we first multiply the numbers outside the square roots:
6 * 3 = 18
Then, we multiply the square roots:
√3 * √6 = √(3 * 6) = √18
Combining the results, the product in simplest radical form is:
18√18