Let a and b stand for two different rational numbers. If |a|>|b|, then what else must be true?

a.a is less than b

b.a is farther from 0 than b is

c.on a number line,a is to the right of b

d.the opposite of a is less than the opposite of b

If |a| > |b| the following must be true

b. a is farther from 0 than b is

c.on a number line,a is to the right of b

d.the opposite of a is less than the opposite of b

Step-by-step explanation:

If |a| > |b| the following must be true

b. a is farther from 0 than b is because line a is greater in length than line b

c.on a number line,a is to the right of b because line a while be a higher positive value than line b

d.the opposite of a is less than the opposite of b because the higher the line length the smaller it opposite.