If a, b. c are three differnt numbers, which of the following equation has only exactly one solution?

a. ax+b = ax=+b

b. ax = bx+c

c. ax+b = ax + c

Question

Clelia

Mathematics

13 March, 02:09

If a, b. c are three differnt numbers, which of the following equation has only exactly one solution?

a. ax+b = ax=+b

b. ax = bx+c

c. ax+b = ax + c

+5

Answers (2)

Know the Answer?

Karson Greer · Answer 1

The answer is b ... because a and c have no solution

Regan · Answer 2

B (:

ax+b=ax+b, plug in any number for a and b and it works

ax+b=ax+c, subtract ax from both sides and you get b=c ... which isn't possible to solve if they are different numbers. therefore, it must be B

If a, b. c are three differnt numbers, which of the following equation has only exactly one solution?a. ax+b = ax=+bb. ax = bx+cc. ax+b = ax + c

If a, b. c are three differnt numbers, which of the following equation has only exactly one solution?

a. ax+b = ax=+b

b. ax = bx+c

c. ax+b = ax + c