which set of integers are in the right order from least to greatest
a.|-10|,-3,2,7
b.7,|-10|,-3,2
c. 2,-3,7,|-10|
d. -3,2,7,|-10|
i think its c cause its 98
what is 98?
no i was seeing another answer um ithink its c tho
nope.
-3 < 2
dude, it's d no one has brains here
To determine which set of integers is in the right order from least to greatest, we need to compare the numbers in each set.
Let's analyze each set of integers one by one:
a. |-10|, -3, 2, 7
To start, let's determine the absolute value of |-10|. The absolute value of |-10| is 10, as it represents the distance of -10 from zero on a number line without considering its sign. So the set now becomes 10, -3, 2, 7. In this set, 10 is the greatest number, followed by 7, then 2, and finally -3. Therefore, this set is not in the right order.
b. 7, |-10|, -3, 2
Similar to before, let's calculate the absolute value of |-10|. The absolute value of |-10| is 10. So the set now becomes 7, 10, -3, 2. In this set, 10 is the greatest number, followed by 7, then 2, and finally -3. Therefore, this set is not in the right order.
c. 2, -3, 7, |-10|
Again, let's calculate the absolute value of |-10|. The absolute value of |-10| is 10. So the set remains the same: 2, -3, 7, 10. In this set, 10 is the greatest number, followed by 7, then 2, and finally -3. Therefore, this set is in the right order.
d. -3, 2, 7, |-10|
Once more, let's calculate the absolute value of |-10|. The absolute value of |-10| is 10. So the set now becomes -3, 2, 7, 10. In this set, 10 is the greatest number, followed by 7, then 2, and finally -3. Therefore, this set is not in the right order.
Based on our analysis, the correct set of integers in the right order from least to greatest is c. 2, -3, 7, |-10|.