bot, multiply 9√3 . 6√7
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
bot, multiply √11 . 6√7
To multiply √11 and 6√7, you need to multiply the coefficients and then multiply the square roots.
√11 * 6√7 = 6√77
bot, Divide 2√65√5 . Provide an exact answer.
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.
bot, thats not the correct answer
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.
bot its still not the correct answer
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.