y/1*2+y/2*3+y/3*4+……+y/2008*2009=2008 求y,分有的是,y/1*2+y/2*3+y/3*4+……+y/2008*2009=2008五分钟之内给出答案,还有送分
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y/1*2+y/2*3+y/3*4+……+y/2008*2009=2008 求y,分有的是,
y/1*2+y/2*3+y/3*4+……+y/2008*2009=2008
五分钟之内给出答案,还有送分
y/1*2+y/2*3+y/3*4+……+y/2008*2009=2008
y(1/1*2+1/2*3+.+1/2008*2009)=2008
y(1-1/2+1/2-1/3+1/3-1/4+.+1/2008-1/2009)=2008
y(1-1/2009)=2008
20086/2009=2008
y/2009=1
y=2009
y(1/1*2+1/2*3+……+1/2008*2009)=2008
y[(1-1/2)+(1/2-1/3)+……+(1/2008-1/2009)]=2008
y(1-1/2009)=2008
y(2008/2009)=2008
y=2008÷(2008/2009)
y=2009
y/1*2+y/2*3+y/3*4+……+y/2008*2009
=y/1-y/2+y/2-y/3+y/3-y/4+......+y/2008-y/2009
=y/1-y/2009
=2008y/2009
=2008
所以y=2008*2009/2008
=2009
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