Question

Positive and Negative Integers: Write the integer which has a lower value in the first column and the one with a higher value in the second column.

A. -8 and +4
B. 1 and -10
C. +8 and -15
D. +6 and 4

Answer 1

The lower and higher values between pairs of integers can be determined by remembering that negative numbers are always less than positive numbers, and for numbers with the same sign, those with smaller absolute values are less.

Step-by-step explanation:

The student is dealing with the comparison of positive and negative integers. In mathematics, negative integers are less in value than positive integers. Based on the rules concerning the signs of numbers, we can list the lower and higher value integers for the given pairs.

• A. -8 is less than +4, so -8 goes in the first column and +4 in the second.
• B. -10 is less than 1, so -10 goes in the first column and 1 in the second.
• C. -15 is less than +8, so -15 goes in the first column and +8 in the second.
• D. 4 is less than +6, so 4 goes in the first column and +6 in the second.

It's important to remember that any negative number is always less than any positive number, and among numbers with the same sign, the ones with smaller absolute values are less.