若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是
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若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是若lim(1-(2*3^n)/(x^n+3^n))=
若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是
若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是
若lim(1-(2*3^n)/(x^n+3^n))=-1,则x的取值范围是
lim(1-(2*3^n)/(x^n+3^n))=-1
lim(2*3^n)/(x^n+3^n)=1-(-1)=2
lim3^n/(x^n+3^n)=2/2=1
即 lim 1/((x/3)^n+1)=1
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