Question

Divide 36√39/9√13 . Provide an exact answer.

Answer 1

To divide the expression, we need to simplify the numerator and denominator individually first.

The square root of 39 can be simplified as the product of the square root of 3 and the square root of 13: √39 = √3 * √13.
Similarly, the square root of 13 can be simplified as √13 = √(3 * 4) = √3 * √4 = √3 * 2.

Now, substituting the simplified values into the expression:

36√39 = 36(√3 * √13) = 36(√3 * 2) = 72√3
9√13 = 9(√3 * 2) = 18√3

Therefore, the expression can be written as:

(72√3)/(18√3)

Now, we can simply divide the numerical coefficients: 72 divided by 18 equals 4.

Thus, the simplified expression is:

4√3/√3

Since the square root of 3 divided by the square root of 3 is equal to 1, the final answer is:

4.

Answer 2

so 36√39 over 9√13 is 4?

Answer 3

so 36√39 over 9√13 is 4?

Answer 4

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