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1. (9 points) Referring to the graphs given below, use properties of limits to find each limit. If a limit does not exist the
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(- : f(()) = 1 from giren graph) i] let L- lim fcx) x 0 Then L = fco) -) = - su lim forc) = x-o 2) Now, we exists only when K3) How, lim xtolt fex) = - 1 as x approaches I with values of x>1 approaches then fes) soi lim fase) = X-) it 45 low, lim gcx6] How, lim gesc) = + x-) I (..cum as x cupproceenes I with values of x> ges) approaches *>) then 0 Su lim 2-) + ga) = O 75

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