If a and b are nonzero numbers on the number line, is 0 between a and b?
1) The distance between 0 and a is greather than the distance between 0 and b
2) The sum of the distances between 0 and a and between 0 and b is greater than the distance between 0 and the sum a +b
OA B
[spoiler] i dont understand how B is sufficient a and b could also both be negative. For example: if a = -2 and b = -4, then the sum of the distances between 0 and a and between 0 and b is 6. Then the distance between 0 and the sum a +b = -6
B is sufficient if a and b are both negative or if one is positive and negative. answer should be e
[/spoiler]
1) The distance between 0 and a is greather than the distance between 0 and b
2) The sum of the distances between 0 and a and between 0 and b is greater than the distance between 0 and the sum a +b
OA B
[spoiler] i dont understand how B is sufficient a and b could also both be negative. For example: if a = -2 and b = -4, then the sum of the distances between 0 and a and between 0 and b is 6. Then the distance between 0 and the sum a +b = -6
B is sufficient if a and b are both negative or if one is positive and negative. answer should be e
[/spoiler]
