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Determine the domain of the function according to the domain convention f(x)=-√ -x + 2/x+1
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We can first identify that x=-1 will be excluded in the domain. (division by zero undefined)
Then, since we want real numbers, x must be 0 or a negative so that we have square root of a positive number. Thus x<=0
So the domain is x<=0, excluding x=-1
I hope that helps.
but how did you got x=-1
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In the original equation, we have 2/(x+1) . If we plug in x=-1, we will have 2/0 which is undefined (doesn't exist). So the domain will not have x=-1. Make sense?
oh ok I see
Nice. So you're okay with the rest of it?
Yup thank you
You're welcome :)
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