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
–3, 2, 7, |–10|
To find the set of integers in the right order from least to greatest, you need to look at the individual numbers and compare them to each other. Let's analyze each option:
a. |-10|, -3, 2, 7: In this set, |-10| represents the absolute value of -10, which is equal to 10. So the set can be rewritten as 10, -3, 2, 7. From least to greatest, the correct order is -3, 2, 7, 10.
b. 7, |-10|, -3, 2: Again, |-10| represents the absolute value of -10, which is 10. So the set can be rewritten as 7, 10, -3, 2. From least to greatest, the correct order is -3, 2, 7, 10.
c. 2, -3, 7, |-10|: This set doesn't require any changes since |-10| is already in its absolute value form. So the correct order from least to greatest is -10, -3, 2, 7.
d. -3, 2, 7, |-10|: Similar to options a and b, |-10| represents the absolute value of -10, which is 10. So the set can be rewritten as -3, 2, 7, 10. From least to greatest, the correct order is -3, 2, 7, 10.
Considering all the options, the set of integers in the right order from least to greatest is:
c. 2, -3, 7, |-10|