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For each function determine its domain and range: 1) f(x) = sqrt of x-4 2) srt of x^2-4 3) sqrt of 4-x^2 4) sqrt of x^2+44
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Sorry 2) shud say g(x) =...; 3) h(x)=... ; 4) ) k(x)=...
Square root can't be negative! Just figure out which numbers make those negative and it can't be! I'll do 1 for you. x-4 has to be greater than or equal to 0 \[x - 4 \ge 0\] \[x \ge 4 \] is the domain the range (y values) can never be negative (we just said that!) so \[y \ge 0 \]
\[f(x) = \sqrt{x-4}\].....this is how number 1 looks
i see... so the domains and ranges are teh numbers wil make teh sqaure root positive
is that correct? and then i just write an inequality for that?
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thank you very much
@chaise...are you there?
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