| opposites definitions |
| # | Definition | Sets |
| 1 | two numbers that have the same absolute value but have different signs | 19 sets |
| 2 | two numbers that are the same distance from zero on a number line, but are in opposite directions. (-2 and 2) | 13 sets |
| 3 | equal distance, but different directions from 0 on the number line | 10 sets |
| 4 | two numbers that are the same distance from 0 on a number line, but in opposite directions | 4 sets |
| 5 | numbers that are the same distance from zero on a number line but in opposite directions | 4 sets |
| 6 | two numbers whose sum is zero | 4 sets |
| 7 | insert definition | 3 sets |
| 8 | two numbers who's some is 0 | 3 sets |
| 9 | two numbers with the same absolute value but different signs. | 3 sets |
| 10 | two numbers whose sum is zero. | 3 sets |
| 11 | numbers that are the same distance away from zero | 3 sets |
| 12 | two numbers with the same absolute value but different signs | 3 sets |
| 13 | two numbers that are the same distance from 0 on a number line but lie in opposite directions | 2 sets |
| 14 | numbers that are the same distance from zero | 2 sets |
| 15 | opposites are two numbers that are the same distance from 0 on a number line, but in opposite directions. they are also called zero pairs. | 2 sets |
| 16 | a # that is the same distances from zero on a number line . ex. -7 & 7 | 2 sets |
| 17 | the numebrs 3 and -3 are ___ | 2 sets |
| 18 | two numbers that have the same absolute value | 2 sets |
| 19 | two numbers that have the same absolute value but different signs | 2 sets |
| 20 | numbers that are the same distance from 0. ex: -6 and 6 | 2 sets |
| 21 | two points that are the same distance from zero | 2 sets |
| 22 | two numbers with the same absolute value but different signs. the sum of opposites is zero. | 2 sets |
| 23 | 2 numbers with the same absolute value but dif. signs | 2 sets |
| 24 | numbers that are the same distance from zero on a lumber line but in opposite directions. | 1 set |
| 25 | numbers that are the same distance from zero on a numberline | 1 set |
| 26 | on a number line, numbers that are the same distance from the origin but on opposite sides of it | 1 set |
| 27 | every positive rational number and its negative pair | 1 set |
| 28 | two integers are opposites if they are represented on the number line by points that are the same distance from zero, but in the opposite directions from zero | 1 set |
| 29 | two numbers that are the same distance from 0 on a number line in opposite directions. | 1 set |
| 30 | two numbers with the same absolute value but different signs. the sum of opposites are always zero. page 25. | 1 set |
| 31 | two numbers with the same absolute value but different signs. the sum of opposites is zero. page 25. | 1 set |
| 32 | the negative of a positive or the positive of a negative | 1 set |
| 33 | the different directions of the two cores spin | 1 set |
| 34 | the numbers that lie on opposite sides of 0 | 1 set |
| 35 | 2 numbers that lie on opposites sides of zero and are the same distance from zero | 1 set |
| 36 | two numbers that are the same distance from zero on a number line, but are in opposite directions | 1 set |
| 37 | two integers are opposites if they are represented on the number line by points that are the same, distance from 0 but in opposite directions from 0 | 1 set |
| 38 | 2 numbers which are the same distance away from 0 on a # line, but are in opposite directions | 1 set |
| 39 | any two real numbers the same distance from zero on the number line but in opposite directions grom zero are called opposites. opposites always add to zero | 1 set |
| 40 | two numbers are oppisites if they have the absolute value, but they have different signs | 1 set |