Which set of integers are in the right order from least to greatest?
A.-8,8,6,|-7|,5
B.|-7|,-8,8,6,5
C.-8,5,6,|-7|,8
D.5,6,8,-8,|-7|
Is the answer D?
A
C
A
B
C
-8 is less than any of them.
All the negatives come first.
The || values are all positive.
So, (C) is correct
uwu nuzzles is wrong
To determine the correct answer, you need to arrange the given set of integers in ascending order from least to greatest.
Let's simplify the given set of integers first. The expression "|-7|" represents the absolute value of -7, which is equal to 7.
Now we have:
A. -8, 8, 6, 7, 5
B. 7, -8, 8, 6, 5
C. -8, 5, 6, 7, 8
D. 5, 6, 8, -8, 7
To compare the sets and determine the correct order, start by comparing the first numbers in each set.
In option A, the first number is -8.
In option B, the first number is 7.
In option C, the first number is -8.
In option D, the first number is 5.
Since -8 is the smallest number among the options, option A and option C are potential candidates.
Next, compare the second numbers in each set.
In option A, the second number is 8.
In option B, the second number is -8.
In option C, the second number is 5.
In option D, the second number is 6.
The next smallest number after -8 is -8 itself. Therefore, option B is not correct.
Next, compare the third numbers in each set.
In option A, the third number is 6.
In option C, the third number is 6.
In option D, the third number is 8.
Both option A and option C have 6 as the third number.
Next, compare the fourth numbers in each set.
In option A, the fourth number is 7.
In option C, the fourth number is 7.
In option D, the fourth number is -8.
Both option A and option C have 7 as the fourth number.
Finally, compare the last numbers in each set.
In option A, the last number is 5.
In option C, the last number is 8.
In option D, the last number is 7.
Therefore, the correct answer is option C: -8, 5, 6, 7, 8.
So, the answer is not D, but C.
No shes correct Guys its
A
C
A
B
C