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1/1*6 +1/6*11+ 1/11*16+ 1/16*21+ 1/21*26+1/26*31+...+1/51*56=
人气:344 ℃ 时间:2019-08-20 10:27:07
解答
1/1*6 +1/6*11+ 1/11*16+ 1/16*21+ 1/21*26+1/26*31+...+1/51*56
=(1/5)*(1-1/6)+(1/5)*(1/6-/1/11)+…+(1/5)*(1/51-1/56)
=(1/5)(1-1/56)
=11/56
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计算1/1*6+1/6*11+1/11*16+1/16*21+.+1/51*56
1/1*6+1/6*11+1/11*16+.+1/51*56如何巧算?
(1/11+1/21+1/31+1/41)*(1/21+1/31+1/41+1/51)-(1/11+1/21+1/31+1/41+/51)*(1/21+1/31+1/41)
请问 26 51 86 21 56 81
(1/11+1/21+1/31++1/41)*(1/21+1/31++1/41+1/51)-(1/11+1/21+1/31+1/41+1/51)*(1/21+1/31+1/41)=?
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