(1/100)的-2次方+(1/100)的0次方+(1/100)的-1次方

问题描述:

(1/100)的-2次方+(1/100)的0次方+(1/100)的-1次方

(1/100)的-2次方+(1/100)的次方+(1/100)的-1次方
=1/(1/100)²+1+1/(1/100)
=10000+1+100
=10101
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