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1. Use the graph of $y=f(x)$ to find the following, whenever they exist. (If the limit is (a) $x??10?lim?f(x)=$ (b) $x??10+lim?f(x)=$ (c) $x??10lim?f(x)=$ (d) $f(?10)=$ 2. Find the limit, if it exists. (a) $x?10lim?x_{2}?1005x_{2}?50x?$ (b) $A?0lim?h5(x+h)_{2}?5x_{2}?$ 3. Find vertical asymptote(s) of the function $f(x)=x_{2}?1x?$

1) a) from the given graphlimx??10?f(x)=+?b) limx??10+f(x)=+?c) since limx??10?f(x)=limx??10+f(x)=+?hence by definition of limit limx??10f(x)=+?d

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