问题标题:
1×2÷3×4÷5×6÷7×8÷9×10÷11×12
问题描述:
1×2÷3×4÷5×6÷7×8÷9×10÷11×12
崔德刚回答:
原式=1*(2/3)*(4/5)*(6/7)*(8/9)*(10/11)*12
=(2*4*6*8*10*12)/(3*5*7*9*11)
=2*4*8*(6/3)*(10/5)*(12/9)*11/7
=64*2*2*(4/3)*11/7
=1024*11/(3*7)
=11264/21
=536.3809
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