Write rules for using absolute value to compare two integers. BE sure to take all of the possible combinations in to account.

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I don't know what to write?

The absolute value of any integer is simply its distance from zero on the number line and distance has to be positive. It is noted by two single vertical lines on the left and right hand sides of the number.

1.Evaluate -8/(1-3)-1

No worries! I can help you with that. When comparing two integers using absolute value, you can follow these rules:

1. If both integers have the same sign (either both positive or both negative), compare their values directly. The integer with the greater value is considered greater. For example, if comparing -3 and -7, the answer is -7 because it has a smaller absolute value.

2. If one integer is positive and the other is negative, ignore the signs and compare their absolute values. The integer with the greater absolute value is considered greater. For example, when comparing -6 and 9, the answer is 9 because its absolute value is greater than the absolute value of -6.

3. If one or both integers are zero, they are considered equal, regardless of their signs. For example, comparing 0 and -3 or 0 and 7, both pairs will be considered equal.

Remember, absolute value refers to the distance of a number from zero on the number line. By considering absolute values, we ignore the positive or negative signs and focus on the magnitude or distance from zero to compare the numbers.