(2)3/2x5+2/5x7+4/7x11+5/11x16+6/16x22+7/22x29+1/29
问题描述:
(2)3/2x5+2/5x7+4/7x11+5/11x16+6/16x22+7/22x29+1/29
答
原式=(91×126+63×80)/131=(91×2×63+80×63)/131=63×(2×91+80)/131=63×262/131=63×2=126谢谢,确定对吗?确定。2)原式=3×1/3×(1/2-1/5)+2×1/2×(1/5-1/7)+4×1/4×(1/7-1/11)+5×1/5×(1/11-1/16)+6×1/6×(1/16-1/22)+7×1/7×(1/22-1/29)+1/29=1/2-1/5+1/5-1/7+1/7-1/11+1/11-1/16+1/16-1/22+1/22-1/29+1/29=1/2(注:1/n(n+k)=1/k×[1/n+1/(n+k)])那第二个哪?第二个就答在后面的拉~~~