已知1/x=1/y=6,则3x-2xy+3y/3xy+x+y=?已知1/x+1/y=6,则3x-2xy+3y/3xy+x+y=?
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已知1/x=1/y=6,则3x-2xy+3y/3xy+x+y=?已知1/x+1/y=6,则3x-2xy+3y/3xy+x+y=?
已知1/x=1/y=6,则3x-2xy+3y/3xy+x+y=?
已知1/x+1/y=6,则3x-2xy+3y/3xy+x+y=?
已知1/x=1/y=6,则3x-2xy+3y/3xy+x+y=?已知1/x+1/y=6,则3x-2xy+3y/3xy+x+y=?
∵1/x=1/y=6
∴x=y=1/6
∴(3x-2xy+3y)/(3xy+x+y)
=(3/6-2*1/6*1/6+3/6)/(3*1/6*1/6+1/6+1/6)
上下同乘36
=(18-2+18)/(3+6+6)
=34/15
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