11. Which two values are both equivalent to 240$
A. 2.4 and 2 2/25
B. 2.4 and 2 2/5
C. 0.24 and 2 2/5
D. 0.24 and 2 2/25
B
12. Which list of numbers is in order from greatest to least?
A. -5 ,0 ,1/4, 2, 7/3, 6
B. 6 ,-5 ,7/3 ,2 ,1/4 ,0
C. 7/3,6,2,1/4,0,-5
D. 6,7/3,2,1/4,0,-5
D
I did 2^3 first and got 8. Than I divided 96 and 3 and got 32 and then I multiplied 32 and 8 and got 256+12= 268
Right.
What is the value of the expression shown below?
12 + 96 / 3 x 2^3
A.288
B.204
C.268
D.216
C
Find the difference between 365.26 and 10,759.2
A. 7,106.6
B. 10,394.06
C. 10,393.94
D. 11,124.46
C
15. Ted noticed that 62.5% of the coins he had were minted before the year 2000. What fraction of his coins were minted before the year 2000
A.1/6
B.3/8
C.1/2
D.5/8
D
Using PEMDAS, I don't think any of those answers is right.
The other two answers are correct.
Please post that question as a separate question. That way a real math teacher will see it.
To find the answer to question 11, we need to determine which two values are equivalent to 240$. Let's break down each option and see if they are equivalent to 240$.
Option A: 2.4 is equivalent to 240$ because 2.4 x 100 = 240$.
Option A: 2 2/25 is not equivalent to 240$.
Option B: 2.4 is equivalent to 240$.
Option B: 2 2/5 is equivalent to 240$ because 2 x 100 + 2/5 x 100 = 200 + 40 = 240$.
Option C: 0.24 is not equivalent to 240$.
Option C: 2 2/5 is equivalent to 240$.
Option D: 0.24 is not equivalent to 240$.
Option D: 2 2/25 is not equivalent to 240$.
Therefore, the two values that are both equivalent to 240$ are 2.4 and 2 2/5, which corresponds to answer B.
To find the answer to question 12, we need to determine which list of numbers is in order from greatest to least. Let's compare each option.
Option A: The numbers are -5, 0, 1/4, 2, 7/3, 6.
Option B: The numbers are 6, -5, 7/3, 2, 1/4, 0.
Option C: The numbers are 7/3, 6, 2, 1/4, 0, -5.
Option D: The numbers are 6, 7/3, 2, 1/4, 0, -5.
Comparing the options, we can see that option B has the numbers listed in order from greatest to least: 6, -5, 7/3, 2, 1/4, 0.
Therefore, the list of numbers that is in order from greatest to least is option B, which corresponds to answer D.