2个回答
展开全部
(588+1.75^2+337.75^2)/(1.75*337.75)
=588/(1.75*337.75)+1.75^2/(1.75*337.75)+337.75^2/(1.75*337.75)
=336/337.75+1.75/337.75+1/1.75
=(336+1.75)/337.75+1/1.75
=337.75/337.75+4/7
=1+4/7
=1又4/7
=588/(1.75*337.75)+1.75^2/(1.75*337.75)+337.75^2/(1.75*337.75)
=336/337.75+1.75/337.75+1/1.75
=(336+1.75)/337.75+1/1.75
=337.75/337.75+4/7
=1+4/7
=1又4/7
2012-08-03
展开全部
一楼答案错了外,在第二步的时候算错了,337.75^2/(1.75*337.75)=193,而不是4/7,所以最后答案为194
(588+1.75^2+337.75^2)/(1.75*337.75)
=588/(1.75*337.75)+1.75^2/(1.75*337.75)+337.75^2/(1.75*337.75)=336/337.75+1.75/337.75+193
=(336+1.75)/337.75+193
=337.75/337.75+193
=1+193
=194
(588+1.75^2+337.75^2)/(1.75*337.75)
=588/(1.75*337.75)+1.75^2/(1.75*337.75)+337.75^2/(1.75*337.75)=336/337.75+1.75/337.75+193
=(336+1.75)/337.75+193
=337.75/337.75+193
=1+193
=194
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