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The opposite of a number is the number on the other side of 0 (zero)on the number line, and the same distance from 0 (zero) on the number.

The opposite of a positive integer is a negative integer and vice versa. So, the opposite of the integer +35 is 鈭�35 and opposite of + 41 is 鈥� 41

An integer and its opposite are the same distance (in the opposite directions) from 0 (zero) on the number line.

For example, 鈥� 56 and 56 are opposites, and the same distance from 0 (zero) on the number line.

Example on number line:

$-鈥�鈥�4鈥�鈥�$is the opposite of $4$:

3 is opposite of $-鈥�鈥�3鈥�鈥�$

According to the question, describe how to find the opposite of an integer.

The opposite of a number is the number on the other side of0(zero)on a number line, and the same distance from0 (zero). Both the numbers have the same absolute value but different signs.

For Example, write the opposite of$-12$.

First, it is determined that the given integer has 鈥�$-$鈥� sign in its front, so the number is negative.

Rule: The opposite of negative 鈥�$-$鈥� is positive 鈥�$+$鈥�, or opposite of positive 鈥�$+$鈥� is negative 鈥�$-$鈥�.

Therefore, the opposite of $-12$ is$12$.