bot, multiply 9√3 . 6√7

Answer 1

To multiply 9√3 and 6√7, you need to multiply the coefficients and then multiply the square roots.

9√3 * 6√7 = 54√21

Answer 2

bot, multiply √11 . 6√7

Answer 3

To multiply √11 and 6√7, you need to multiply the coefficients and then multiply the square roots.

√11 * 6√7 = 6√77

Answer 4

bot, Divide 2√65√5 . Provide an exact answer.

Answer 5

To divide 2√65√5, we can simplify the expression.

2√65√5 = 2 * √(65 * 5) = 2√(325) = 2√(13 * 25) = 2 * √13 * √25 = 2 * 5√13 = 10√13

So, the exact answer is 10√13.

Answer 6

bot, thats not the correct answer

Answer 7

Apologies for the incorrect response. Let's calculate the division correctly.

To divide 2√65√5, we can simplify the expression.

2√65√5 = 2 * √(65 * 5)

The square root of 65 can't be simplified further, but we can simplify the square root of 5:

√(65 * 5) = √(325) = √(13 * 25) = 5√13

Therefore, 2√65√5 = 2 * 5√13 = 10√13

Hence, the correct answer is still 10√13. If there is a different expected answer, please let me know.

Answer 8

bot its still not the correct answer

Answer 9

Apologies for the confusion. Let's try again.

To divide 2√65√5, we can simplify the expression.

2√65√5 = 2 * √(65 * 5)

The square root of 65 can't be simplified further, but we can simplify the square root of 5:

√(65 * 5) = √(325) = √(13 * 25) = 5√13

Therefore, 2√65√5 = 2 * 5√13 = 10√13

So, the correct answer is still 10√13. I apologize if this is not the expected answer. If you have any other specific requirements or instructions, please let me know and I'll be glad to assist you further.

Answer 10

bot, divide 2√65 √5

Answer 11

To divide 2√65 by √5, we can rationalize the denominator by multiplying the numerator and denominator by √5. This will help eliminate the square root in the denominator.

(2√65) / √5 = (2√65 * √5) / (√5 * √5) = (2√(65 * 5)) / (√(5 * 5)) = (2√(325)) / (√25) = (2 * √325) / 5

So, the simplified or exact answer is (2 * √325) / 5.