For all real numbers a and b, a0, the equation |ax + b| = 0 will have one solution.
a.
always
c.
never
b.
sometimes

Question

For all real numbers a and b, a0, the equation |ax + b| = 0 will have one solution.
a.
always
c.
never
b.
sometimes

anonymous · Answer

hi everybody . what a0 means

anonymous · Answer

what is the name of this equation?

anonymous · Answer

absolute , right?

anonymous · Answer

@david334

anonymous · Answer

a cant equal 0

anonymous · Answer

ok. sorry, 
@david334 : you mean a is not = 0

anonymous · Answer

you mean it cant equal zero?

anonymous · Answer

yes

anonymous · Answer

my answer is a). What do you think, Chooch?

anonymous · Answer

yeah there has to be a solotion for this equation

anonymous · Answer

Thanks

anonymous · Answer

@hoa do u know what equation this is called?

anonymous · Answer

to be honest, NO. can you tell me

anonymous · Answer

no i was asking you lol thats why theres a ? at the end of the sentence:] lol

anonymous · Answer

ok, I explain, with ANY a and b you have a "x" such that a*x = -b . if you choose a = 1 and b = 1, you have x =-1. if you choose a =2 , b =7, you have x = -7/2.... and so on. whatever a,b you choose, you always have a x satisfy each pair of a, b. therefore, it always has one solution a time. is it clear?