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Show that f is a Function and g is not a function
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\[ f(x)=\left\{\begin{matrix} x^2 &0\le x\le3 \\ 3x & 3 \le x\le10 \end{matrix}\right. \]
\[ g(x)=\left\{\begin{matrix} x^2 &0\le x\le2 \\ 3x & 2 \le x\le10 \end{matrix}\right. \]
I think we need to look at x=3 for each function
...or x=2 for the other
So at x=3 f(x)=3^2 = 9 ?
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yeah limits are different for second one..
x=2 and x=3*2=6
ooops
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