Evaluate limx→0+xx\displaystyle\lim_{x\to 0^+} x^xx→0+limxx.A111check_circleB∞\infty∞CeeeD000Explanationlimxlnx=0\lim x \ln x = 0limxlnx=0 (cal-cad-018), so xx=exlnx→e0=1x^x = e^{x\ln x} \to e^0 = 1xx=exlnx→e0=1.