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How come f(x)= sqrt(x) considered a function if for example sqrt(9) is both 3 and -3? Why doesn't the graph of swrt(x) include negative numbers?
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the mistake is in the line "if for example \(\sqrt9\) is both 3 and -3
\(\sqrt9\) means the positive (principle) square root 9 has two square roots, \(\sqrt9=3\) and \(-\sqrt9=-3\)
no reason, this is a real common mistake
the symbol \(\sqrt{~}\) means the positive one, that is all
Ohhh
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It's all about the notation then
yup
Awesome! thanks! ^_^
that is what allows you to have that button on the calculator it gives the positive one
yw
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