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# Area of the parallelogram formed by the lines \$y=m x, y=m x+1, y=\$ \$n x\$ and \$y=n x+1\$ equals [2001S](a) \$quad|m+n| /(m-n)^{2}\$(b) \$2 /|m+n|\$(c) \$1 /(|m+n|)\$(d) \$1 ...

## Question

###### Area of the parallelogram formed by the lines \$y=m x, y=m x+1, y=\$ \$n x\$ and \$y=n x+1\$ equals [2001S](a) \$quad|m+n| /(m-n)^{2}\$(b) \$2 /|m+n|\$(c) \$1 /(|m+n|)\$(d) \$1 /(|m-n|)\$

Area of the parallelogram formed by the lines \$y=m x, y=m x+1, y=\$ \$n x\$ and \$y=n x+1\$ equals [2001S] (a) \$quad|m+n| /(m-n)^{2}\$ (b) \$2 /|m+n|\$ (c) \$1 /(|m+n|)\$ (d) \$1 /(|m-n|)\$

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