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Ooookay...I was going to try the next one by myself but they hit me with a fraction ;-; Find the domain: \[g(x)\frac{ 1 }{ x^{2}+1}-\frac{ 1 }{ x^{2}-1 }\]
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Okay, we know that in a fraction the denominator cannot be zero, right?
Yes.
So, what values of x make the denominator in either fraction zero?
I think it's 1 and -1 except...there's x^2...still there so i don't think that's right
That is correct. In the second fraction, both 1 and -1 would set the denominator equal to zero. Thus, the domain is "All real numbers except 1 and -1"
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Arigatou gozaimasu!
Um. You're welcome.
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