the girls has one butt then two butts how many does she have now
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@kissthis what the heck
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Can you report @kissthis they said something really inapropriate and disgusting?
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I reported them how long is gonna take for the team to respond?
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Kk.
Is there anything else I can assist you with?
Ok anyways, I need help with this.
1) Which number is irrational?
*
√36
3.5
39⁄100
√48
I chose B, although I think it's C.
Option D (√48) 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,
√36 = 6/1 = 6 (rational)
3.5 = 7/2 (rational)
39/100 = 0.39 (rational)
√48 = 4√3 (irrational)
Therefore, the answer is D, √48.
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?
*
√72 inches
√144 inches
√45 inches
√27 inches
I chose A, though I thinkk it's B.
Option B, √144 inches, could represent the length of Nathan's cat because 12 inches is a rational value, and √144 = 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, √72 can be simplified to √36 x √2, and since √36 = 6 (rational), we get 6√2 (irrational). The same applies to the rest of the options.
Therefore, the answer is B, √144 inches.
3) What is the order of these numbers from least to greatest?
π , √π, √3, √8
*
A. π , √π, √3, √8
B. √3, √π, π , √8
C. √π, √3, π , √8
D. √3, √π, √8, π
I chose A.
The correct answer is C. √π, √3, √8, π.
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,
π > 9.86 (since √π > √9.86)
√3 < 1.76 (since √8 > √3 )
√8 < 2.83 (since √8 < 3)
√π > 3.1 (since π = 3.14)
Therefore, from least to greatest, the order is C. √π, √3, √8, π.
Which statement BEST describes √200 ?
*
A. between 12 and 13
B. between 13 and 14
C. between 14 and 15
D. between 15 and 16
I chose C
The correct answer is B. between 14 and 15.
We can estimate the value of √200 by finding two perfect squares closest to 200; these are 196 and 225.
Taking the average of these two numbers gives us:
(196 + 225) ÷ 2 = 421 ÷ 2 = 210.5
Now we can compare this average value to √200:
√200 < √210.5 < 15 (since 210.5 is closer to 225 than to 196)
Therefore, we can say that √200 is between 14 and 15. The answer is B.
Isn't that C. then? C is 14 and 15, which is what I chose.
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 √200 is between √196 = 14 and √225 = 15 since 200 is between 196 and 225.
Therefore, the answer is C. between 14 and 15.
Ok, that's fine. Pls help with this one!
Evaluate the expression:
(-2)⁴ + (3 - 1)²
A. 12
B. 18
C. 20
D. 22
To evaluate the expression, we need to apply the order of operations or BEDMAS (Brackets, Exponents, Division and Multiplication, Addition and Subtraction) rule.
(-2)⁴ means we need to take -2 times itself four times:
(-2)⁴ = (-2) × (-2) × (-2) × (-2) = 16
Next, we need to evaluate (3 - 1)², which means we need to subtract 1 from 3 and then raise the result to the power of 2:
(3 - 1)² = 2² = 4
Finally, we add the two values we obtained:
16 + 4 = 20
Therefore, the answer is C. 20.