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Consider the following information. $lim_{x?c}f(x)=2lim_{x?c}g(x)=47??$ Use the information to evaluate the limits. (a) $x?clim?[4f(x)]$ (b) $x?clim?[f(x)+g(x)]$ (c) $x?clim?[f(x)g(x)]$ (d) $x?clim?g(x)f(x)?$

We know thatThe Properties of the limit;limx?c[C.f(x)]=C.limx?cf(x), Here, C=constan?tlimx?c[f(x)±g(x)]=limx?cf(x)±limx?cg(x)limx?c[f(x)×g(x)]=lim

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