What is a restriction on a variable?
Restrictions on a variable are usually either values that cause the bottom of a fraction to equal zero, or values that cause the square root of a negative number. So be sure to NOT include any restricted values in your answers.
I need to solve for x, and find the restrictions on the variable for this equation... I am still confused for this one: a(x-3)+8 = b(x-1) I am not trying to make you do my homework fdor me, because I have like 8 of them to do, but if you solved one and showed me your work, I would probably get it better
Distribute
Or wait nvm. Divide
Your not really going to be solving for x if you want to find the domain restrictions
I need to solve for x and find the restrictions But I am having trouble doing so... i'll show you what i have so far, and where i got stuck
Here's what I got a = b \[\frac{ x-3 }{ x-2 }\]
Move that up next to b
But I'm trying to solve for x, not a
No, you're trying to find restrictions. Here's a restriction x-2=0 x=2 that means x\[x \neq 2 \]
thats the restriction because if X is 2, that bottom is 0 and that is like a curse word in math
The instructions say "solve for x and state any restrictions on the variable"
K. Well if they really want you to solve for x, do it. we already have the restriction
2?
What math level are you in anyways? Pre-calculus?
Alegebra 2, one under precalc
algebra
no, you can't get a number for x. There would be no point, because you have to know what a and b are. Assuming that a was y as in a function, we still need a value for b so we can't get x.
And that's pretty impressive if you guys are doing that because I didn't do that till Algebra 2 and Pre-calc this year
oh, you are in Algebra 2. I got the hang of it this year.
Thanks for the help :) I think I have it now, plus, if I spend anymore time on this one question, I'll never get any of my other homework done!
But yeah, unless your teacher just wants you to show that you can solve for x algebraically, then I guess you could do it. other than that it's pretty useless. We already have the restriction.
Here I used this to help me. http://www.coolmath.com/algebra/15-functions/06-finding-the-domain-01.htm
If you guys are doing this, you guys are probably going to be graphing hyperbolas, but idk. Good luck
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