September 2018 1 75 Report
Ayuda urgenteee

1) Al calcular limx 81x−81x√−9limx→81x−81x−9 se obtiene

2) Al calcular limx 33x2−9xx2−9limx→33x2−9xx2−9 se obtiene

3) Al calcular el limite limx→2g(x),limx→2g(x), donde g(x)={x2−4x+2;si x<2;si x>2,g(x)={x2−4;si x<2x+2;si x>2, se obtiene:

4) Al calcular el limite limx→3−g(x),limx→3−g(x), donde g(x)={3−x−−−−−√3−x;si x<3;si x>3,g(x)={3−x;si x<33−x;si x>3, se obtiene:

5) Al calcular el limx→4x−4x√−2limx→4x−4x−2 se
obtiene:
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