Divide (8sqrt(6))/2 Provide an exact answer. (1 point)
0 8sqrt(3)
O 4sqrt(3)
This expression is already simplified and cannot be divided further.
O 4sqrt(6)
To divide (8√6)/2, we can simplify it as follows:
(8√6)/2 = 8/2 * √6 = 4 * √6 = 4√6
So, the exact answer is 4√6.
To divide the expression (8√6)/2, we can simplify it by dividing the numerator and denominator separately.
First, let's divide the numerator:
8 / 2 = 4
Now, let's divide the square root term:
√6 / 2 = √(6/2) = √3
Putting it all together, we get:
(8√6)/2 = 4√3
Therefore, the exact answer is:
O 4√3
To divide the expression (8√6)/2, we can apply the division property of radicals which states that √(a/b) = √a / √b.
In this case, we have (8√6)/2.
First, we can simplify the numerator by separating the coefficient (8) and the square root (√6): 8 * √6.
Then, we apply the division property of radicals to divide the numerator and denominator separately: (8 * √6) / 2 = (8/2) * (√6/1) = 4 * √6.
So, the exact answer is 4√6.
Therefore, the correct option is: O 4√6.