Answer:
Let the length and breadth of the plot be 11 x and 4x, respectively. \[\therefore \] Perimeter of the plot = \[\frac{Total\text{ }cost}{Cost\text{ }of\text{ }1\text{ }meter}\] \[=\frac{75000}{100}=750m\] We know that perimeter of rectangle \[=\text{ }2\left( l+b \right)\] \[\therefore \] According to question, \[2\left( 11x+4x \right)=750\] or, \[15x\text{ }=\frac{750}{2}\] or, 15x = 375 or, \[x=\frac{375}{15}\] or, x = 25 Hence, length of plot \[=11\times 25=275\]m and breadth of the plot \[4\times 25=100\]m.
You need to login to perform this action.
You will be redirected in
3 sec