Paloma plotted two different integers with the same absolute value on a number line. The distance between the two numbers must be
zero.
the absolute value of either number.
twice the distance between either number and zero.
the sum of the two numbers.
Answers
Answered by
37
The distance between the two numbers must be twice the distance between either number and zero.
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Two different numbers with the same absolute value must be on the opposite sides of zero on the number line. This is because one must be negative and the other positive.
For example, one can be –a and the other a
I-aI = a
IaI = a
The distance from –a to zero = a
The distance from a to zero = a
The distance from –a to a = 2a
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Two different numbers with the same absolute value must be on the opposite sides of zero on the number line. This is because one must be negative and the other positive.
For example, one can be –a and the other a
I-aI = a
IaI = a
The distance from –a to zero = a
The distance from a to zero = a
The distance from –a to a = 2a
Answered by
12
Answer:
Step-by-step explanation:
The distance between the two numbers must be twice the distance between either number and zero.
---------------------------------------------------------------------------------------------------
Two different numbers with the same absolute value must be on the opposite sides of zero on the number line. This is because one must be negative and the other positive.
For example, one can be –a and the other a
I-aI = a
IaI = a
The distance from –a to zero = a
The distance from a to zero = a
The distance from –a to a = 2a
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