Someone help please!! The equation |ax+b|=c must have _________ ? A. Only one solution B. 1 or 2 solution C. 0,1,2 solution D. 0,1 or an infinite number of solutions HELP !
c
Do they state that c is positive?
Yes
If they make a point of saying that c is positive, then I believe that B would actually be the answer. I am trying to think of a situation in which there would be no solutions if c is positive.
if \(c\) is negative there are no solutions if \(c=0\) there is one solution if \(c>0\) there are two solutions
Yes, I agree with what satellite73 said. :)
Although, zero is neither positive nor negative.
Ok makes sense so it's c or b
If they did not say that c is positive, then I would say choice C
But if they specified that c is positive, I would go with B
Wait a minute!!!
Now I'm confused
That's because I think the directions are unclear. Does the whole problem say just what you wrote at first, or do they give you additional information about c?
Nope that's everything
If they don't come right out and say that c is positive, then c can be positive, negative, or zero. :)
So, then, the answer would be C.
Since if c is negative, no number has an absolute value that is negative. (no solution)
If c is 0, there is one solution
Ok thanks sooo much
And if c is positive, then ax + b can equal c or -c , since both of those would have an absolute value of c :)
I hope that was not confusing! Sometimes my brain doesn't come up with the best wording. ;)
It's fine it made perfect sense :) thanks everybody
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