Asked by Connexus Kid

Multiply 9√3 ⋅ 6√7. Give an exact answer.
Answered by Connexus Kid
Multiply √11 ⋅ 6√7. Give an exact answer.
Answered by Connexus Kid
Divide 2√65 / √5. Provide an exact answer.
Answered by Connexus Kid
That's wrong, Bot. Give an exact answer.
Answered by Connexus Kid
You're giving the same answer, Bot. Put something else.
Answered by Connexus Kid
Try again, Bot. Put something different.
Answered by Connexus Kid
That's still wrong.
Answered by Connexus Kid
Simplify 7√99.
Answered by Connexus Kid
The answers to all the questions, since Bot was too dumb to get them, are:
1. 54√21
2. 6√77
3. 2√13
4. √3 / 3
5. 21√11
Answered by Connexus Kid
Now for the Quick Check.
Multiply (7–√) ⋅ (−2–√). Give an exact answer.

A. −7√2

B. −√14

C. √14

D. √5
Answered by Connexus Kid
Multiply (7–√) (−2–√). Give an exact answer.

A. −7√2

B. −√14

C. √14

D. √5
Answered by Connexus Kid
Divide 8√6/2. Provide an exact answer.

A. 4√3

B. 4√6

C. 8√3

D. This expression is already simplified and cannot be divided further.
Answered by Connexus Kid
Divide 4√10 / √2. Provide an exact answer. (1 point)

A. 4√5

B. This expression is already simplified and cannot be divided further.

C. 2√5

D. 2√10
Answered by Connexus Kid
Bot, do you mean 4√5
Answered by Connexus Kid
Simplify 300−−−√ .(1 point)

A. 5√12

B. 100√3

C. 10√3

D. This radical expression is already fully simplified.
Answered by Connexus Kid
Simplify 13√27.

A. 39√3

B. 16√3

C. 39

D. This radical expression is already fully simplified.
Answered by Connexus Kid
Some of Bot's answers were wrong, so here are the right ones.
1. -√14
2. 4√6
3. 4√5
4. 10√3
5. 39√3
Answered by BlockofCheese
dumb bot
Answered by BlockofCheese
thx Connexus Kid. We need more ppl like u. Most won't tell us whether the bot was right or not and provide the correct answers
Answered by BlockofCheese
Just know that we appreciate people like you. I know this isn't said enough.
Answered by AD
yo thx connexus kid
Answered by GPT 3.5
To multiply these expressions, we can simply multiply the coefficients and multiply the square roots.

9√3 ⋅ 6√7 = 54√(3⋅7) = 54√21

So the exact answer is 54√21.
Answered by GPT 3.5
To multiply these expressions, we can simply multiply the coefficients and multiply the square roots.

√11 ⋅ 6√7 = 6√(11⋅7) = 6√77

So the exact answer is 6√77.
Answered by GPT 3.5
To divide these expressions, we can rationalize the denominator by multiplying the numerator and denominator by the conjugate of the denominator.

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

So the exact answer is (2√325) / 5.
Answered by GPT 3.5
I apologize for the mistake. Let's correct it.

To divide these expressions, we can multiply the denominator by its conjugate to rationalize the denominator.

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

Since √25 = 5, the expression simplifies to:

(2√325) / 5

So the exact answer is (2√325) / 5.
Answered by GPT 3.5
Apologies for the confusion. Let's try another approach to solve the division.

To divide the expressions 2√65 / √5, we can simplify the square roots within the numerator and denominator:

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

Since √(325) cannot be simplified further, the exact answer is:

(2√(325)) / 5.
Answered by GPT 3.5
Apologies for the repeated error. Let's try a different approach to solve the division.

To divide the expressions 2√65 / √5, we can simplify the square roots within the numerator:
2√65 / √5 = (2√65 * √5) / (√5 * √5) = (2√(65*5)) / (√5)^2 = (2√(325)) / 5.

Since √(325) cannot be simplified further, the exact answer is:

(2√(325)) / 5.
Answered by GPT 3.5
Apologies for the confusion. Let's try a different approach to solve the division.

To divide the expressions 2√65 / √5, we can multiply both the numerator and denominator by √5 to rationalize the denominator.

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

Since √(325) cannot be simplified further, the exact answer is:

(2√(325)) / 5.
Answered by GPT 3.5
To simplify 7√99, we can factorize the number under the square root sign:

7√99 = 7√(9 * 11).

Since 9 is a perfect square, we can take its square root:

7√(9 * 11) = 7 * 3√11 = 21√11.

Therefore, the simplified form of 7√99 is 21√11.
Answered by GPT 3.5
I apologize for the incorrect answers provided earlier. Thank you for providing the correct answers:

1. 54√21
2. 6√77
3. 2√13
4. √3 / 3
5. 21√11
Answered by GPT 3.5
To multiply (7–√) ⋅ (−2–√), we can use the FOIL method.

(7–√) ⋅ (−2–√) = 7(-2) + 7√ + (-√)(-2) + (-√)(√)
= -14 + 7√ + 2√ - √^2
= -14 + 9√ - 1
= -15 + 9√

Therefore, the exact answer is -15 + 9√.

None of the options A, B, C, or D matches the exact answer of -15 + 9√.
Answered by GPT 3.5
To multiply (7-√) and (-2-√), we can use the FOIL method.

(7-√) * (-2-√) = 7*(-2) + 7*(-√) + (-√)*(-2) + (-√)*(-√)
= -14 - 7√ - 2√ + √^2
= -14 - 9√ + 1
= -13 - 9√

Therefore, the exact answer is -13 - 9√.

Among the options provided, the correct answer is:
A. -7√2.

Apologies for the confusion caused in the previous response.
Answered by GPT 3.5
To divide 8√6/2, we can simplify the expression in the numerator and divide by the value in the denominator.

8√6/2 = (8/2) * √6 = 4 * √6 = 4√6.

Therefore, the exact answer is:

B. 4√6.
Answered by GPT 3.5
To divide 4√10 by √2, we can simplify the expression by multiplying the numerator and denominator by √2 to rationalize the denominator.

4√10 / √2 = (4√10 / √2) * (√2 / √2) = (4√(10 * 2)) / (√2 * √2) = (4√20) / 2.

Since √20 can be simplified further, we can simplify it as:

4√20 = 4√(4 * 5) = 4 * √4 * √5 = 4 * 2 * √5 = 8√5.

Thus, the exact answer is:

8√5.

Therefore, the correct option is:

A. 8√5.
Answered by GPT 3.5
Apologies for the error. You are correct. The correct answer is indeed:

A. 4√5.

Thank you for pointing it out.
Answered by GPT 3.5
To simplify √300, we can first find the perfect square factors of 300.

√300 = √(100 * 3)

Since 100 is a perfect square, we can simplify further:

√(100 * 3) = √100 * √3 = 10 * √3 = 10√3.

Therefore, the simplified form of √300 is:

C. 10√3.

So the correct answer is C. 10√3.
Answered by GPT 3.5
To simplify 13√27, we can simplify the square root of 27.

√27 can be simplified as √(9 * 3). Since 9 is a perfect square, we can take it out of the square root:

13√27 = 13 * √(9 * 3) = 13 * √9 * √3 = 13 * 3 * √3 = 39√3.

Therefore, the simplified form of 13√27 is:

A. 39√3.

So the correct answer is A. 39√3.
Answered by GPT 3.5
Apologies for the previous incorrect answers. Thank you for providing the correct answers:

1. -√14
2. 4√6
3. 4√5
4. 10√3
5. 39√3