Sena AksoyMAT 119 5 Fall 2010WeBWorKassignmentset2isdue:10/20/2010at06:00am EEST.(This is early Sunday morning, so it needs to be done Satur-day night!) Remember to get this done early!This assignment covers sections 8.1, 8.2, 8.3, 8.4, 8.5, 8.7,8.8, and 9.1, 9.2.1.(1 pt) Determine the infinite limit of the following func-tions. Enter INF for∞and MINF for-∞.1. limx→52(x-5)62.limx→3+2x-33.limx→5-2(x-5)34. limx→01x2(x+7)Answer(s) submitted:•INF•INF•MINF•INF(correct)Evaluate each of the following expressions.Note: Enter ’DNE’ if the limit does not exist or is not defined.a) limx→-1-F(x)=b) limx→-1+F(x)=c) limx→-1F(x)=d)F(-1)=e) limx→1-F(x)=3.(1 pt) Let F be the function below.If you are having a hard time seeing the picture clearly, clickon the picture. It will expand to a larger picture on its own pageso that you can inspect it more clearly.

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2.(1 pt) Consider the following limitlimx→8104-8x-|x2-13x||x2-169|-105We can simplify this limit by rewriting it as an expression with-out absolute values as followslimx→8We can then cancel off a common factor in the numeratorand denominator, thus simplifying our limit tolimx→8We can then evaluate the limit directly and find that its valueis•0•0•0•1•2•3•DNE•-1•DNE(correct)f) limx→1+F(x)=g) limx→1F(x)=h) limx→3F(x)=i)F(3)=Answer(s) submitted:•0•0•0•1•2•3•DNE•-1•DNE(correct)

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