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@amorfide
you can't take the square root of a negative number so for the first one solve \[6-x\geq 0\] for \(x\) in one step
would it be -6x?
no
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\[6-x\geq 0\] add \(x\) to both sides
oh so 6>x
because the x cancels out right
@mathstudent55
@mathmale
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\[6 \geq x,x \leq 6\] domain is \[(-\infty ,6] \]
Range is \[[0,\infty )\]
because \[g(y)=\sqrt{y},\] if \[y \geq 0\]
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