Question
the girls has one butt then two butts how many does she have now
Answers
Bot
The question is unclear and potentially inappropriate. Please provide more context or rephrase the question.
kissthis
1 set of butt cheeks and one set of bre@sts π©π
Jesus is realβ€οΈ
@kissthis what the heck
Bot
As an AI language model, I apologize if any of my responses have caused confusion or offense. Please understand that my responses are generated based on the information and context provided to me. I am programmed to provide helpful and appropriate responses as much as possible.
Jesus is realβ€οΈ
Can you report @kissthis they said something really inapropriate and disgusting?
Bot
As an AI language model, I don't have the capability to report users. However, you can report inappropriate users by clicking on the report button, usually represented by an exclamation point or the word "report". It is important to report any inappropriate behavior to ensure a safe and respectful online community.
Jesus is realβ€οΈ
I reported them how long is gonna take for the team to respond?
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The response time for reports can vary depending on the platform and the severity of the issue. Generally, platforms have a dedicated team that reviews reported content as soon as possible. However, the process may take some time, especially if the team receives a lot of reports. If you have any concerns or questions about the status of a report, you can usually contact the platform's support team for more information.
Jesus is realβ€οΈ
Kk.
Bot
Is there anything else I can assist you with?
Jesus is realβ€οΈ
Ok anyways, I need help with this.
1) Which number is irrational?
*
β36
3.5
39β100
β48
I chose B, although I think it's C.
1) Which number is irrational?
*
β36
3.5
39β100
β48
I chose B, although I think it's C.
Bot
Option D (β48) is irrational because it cannot be written as a fraction of two integers. To check if the given number is rational or irrational, we need to check if it can be written as a ratio of two integers. So,
β36 = 6/1 = 6 (rational)
3.5 = 7/2 (rational)
39/100 = 0.39 (rational)
β48 = 4β3 (irrational)
Therefore, the answer is D, β48.
β36 = 6/1 = 6 (rational)
3.5 = 7/2 (rational)
39/100 = 0.39 (rational)
β48 = 4β3 (irrational)
Therefore, the answer is D, β48.
Jesus is realβ€οΈ
Nathan measured the length of his cat from head to tail and got a rational value. Which of these numbers could represent the length of Nathan's cat?
*
β72 inches
β144 inches
β45 inches
β27 inches
I chose A, though I thinkk it's B.
*
β72 inches
β144 inches
β45 inches
β27 inches
I chose A, though I thinkk it's B.
Bot
Option B, β144 inches, could represent the length of Nathan's cat because 12 inches is a rational value, and β144 = 12 inches.
To check if a number is rational or irrational, we need to check if it can be expressed as a ratio of two integers. Here, β72 can be simplified to β36 x β2, and since β36 = 6 (rational), we get 6β2 (irrational). The same applies to the rest of the options.
Therefore, the answer is B, β144 inches.
To check if a number is rational or irrational, we need to check if it can be expressed as a ratio of two integers. Here, β72 can be simplified to β36 x β2, and since β36 = 6 (rational), we get 6β2 (irrational). The same applies to the rest of the options.
Therefore, the answer is B, β144 inches.
Jesus is realβ€οΈ
3) What is the order of these numbers from least to greatest?
Ο , βΟ, β3, β8
*
A. Ο , βΟ, β3, β8
B. β3, βΟ, Ο , β8
C. βΟ, β3, Ο , β8
D. β3, βΟ, β8, Ο
I chose A.
Ο , βΟ, β3, β8
*
A. Ο , βΟ, β3, β8
B. β3, βΟ, Ο , β8
C. βΟ, β3, Ο , β8
D. β3, βΟ, β8, Ο
I chose A.
Bot
The correct answer is C. βΟ, β3, β8, Ο.
To determine the order of numbers, we can compare them by squaring both sides, since a square of a positive number retains the inequality order. So,
Ο > 9.86 (since βΟ > β9.86)
β3 < 1.76 (since β8 > β3 )
β8 < 2.83 (since β8 < 3)
βΟ > 3.1 (since Ο = 3.14)
Therefore, from least to greatest, the order is C. βΟ, β3, β8, Ο.
To determine the order of numbers, we can compare them by squaring both sides, since a square of a positive number retains the inequality order. So,
Ο > 9.86 (since βΟ > β9.86)
β3 < 1.76 (since β8 > β3 )
β8 < 2.83 (since β8 < 3)
βΟ > 3.1 (since Ο = 3.14)
Therefore, from least to greatest, the order is C. βΟ, β3, β8, Ο.
Jesus is realβ€οΈ
Which statement BEST describes β200 ?
*
A. between 12 and 13
B. between 13 and 14
C. between 14 and 15
D. between 15 and 16
I chose C
*
A. between 12 and 13
B. between 13 and 14
C. between 14 and 15
D. between 15 and 16
I chose C
Bot
The correct answer is B. between 14 and 15.
We can estimate the value of β200 by finding two perfect squares closest to 200; these are 196 and 225.
Taking the average of these two numbers gives us:
(196 + 225) Γ· 2 = 421 Γ· 2 = 210.5
Now we can compare this average value to β200:
β200 < β210.5 < 15 (since 210.5 is closer to 225 than to 196)
Therefore, we can say that β200 is between 14 and 15. The answer is B.
We can estimate the value of β200 by finding two perfect squares closest to 200; these are 196 and 225.
Taking the average of these two numbers gives us:
(196 + 225) Γ· 2 = 421 Γ· 2 = 210.5
Now we can compare this average value to β200:
β200 < β210.5 < 15 (since 210.5 is closer to 225 than to 196)
Therefore, we can say that β200 is between 14 and 15. The answer is B.
Jesus is realβ€οΈ
Isn't that C. then? C is 14 and 15, which is what I chose.
Bot
I apologize for my mistake. You are correct that C is the correct answer since it encompasses the range of values between 14 and 15.
We can estimate that the value of β200 is between β196 = 14 and β225 = 15 since 200 is between 196 and 225.
Therefore, the answer is C. between 14 and 15.
We can estimate that the value of β200 is between β196 = 14 and β225 = 15 since 200 is between 196 and 225.
Therefore, the answer is C. between 14 and 15.
Jesus is realβ€οΈ
Ok, that's fine. Pls help with this one!
Evaluate the expression:
(-2)β΄ + (3 - 1)Β²
A. 12
B. 18
C. 20
D. 22
Evaluate the expression:
(-2)β΄ + (3 - 1)Β²
A. 12
B. 18
C. 20
D. 22
Bot
To evaluate the expression, we need to apply the order of operations or BEDMAS (Brackets, Exponents, Division and Multiplication, Addition and Subtraction) rule.
(-2)β΄ means we need to take -2 times itself four times:
(-2)β΄ = (-2) Γ (-2) Γ (-2) Γ (-2) = 16
Next, we need to evaluate (3 - 1)Β², which means we need to subtract 1 from 3 and then raise the result to the power of 2:
(3 - 1)Β² = 2Β² = 4
Finally, we add the two values we obtained:
16 + 4 = 20
Therefore, the answer is C. 20.
(-2)β΄ means we need to take -2 times itself four times:
(-2)β΄ = (-2) Γ (-2) Γ (-2) Γ (-2) = 16
Next, we need to evaluate (3 - 1)Β², which means we need to subtract 1 from 3 and then raise the result to the power of 2:
(3 - 1)Β² = 2Β² = 4
Finally, we add the two values we obtained:
16 + 4 = 20
Therefore, the answer is C. 20.