lim(x->0)[cosx-1+1/2 *(x^2)]/x^n=a 求 n ,a
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lim(x->0)[cosx-1+1/2*(x^2)]/x^n=a求n,alim(x->0)[cosx-1+1/2*(x^2)]/x^n=a求n,alim(x->0)[cosx-1+1/2*(x^2)
lim(x->0)[cosx-1+1/2 *(x^2)]/x^n=a 求 n ,a
lim(x->0)[cosx-1+1/2 *(x^2)]/x^n=a 求 n ,a
lim(x->0)[cosx-1+1/2 *(x^2)]/x^n=a 求 n ,a
【∵ cosx=1-x^2/2+x^4/4!+o(x^4)】
【由罗必塔计算也可知:】
lim(x->0)[cosx-1+1/2 *(x^2)]/x^4=1/24
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