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What is the cost of tiling a rectangular plot of land $ 500 \mathrm{~m} $ long and $ 200 \mathrm{~m} $ wide at the rate of $ Rs.\ 8 $ per hundred sq. m.?
Given:
The length and width of the rectangular plot of land is $500\ m$ and $200\ m$ respectively.
To do:
We have to find the cost of tiling the rectangular plot of land $500\ m$ and $200\ m$ wide at the rate of $Rs. 8 $ per hundred sq m.
Solution:
The length of the rectangular plot of land $ =500\ m$
The width of the rectangular plot of land $ =200\ m$
The area of the rectangular plot of land $=500\times200$
$=100000\ m^2$
Since,
The cost of tiling the rectangular plot $ = Rs.\ 8\ per\ hundred\ sq\ m$
The cost of tiling the rectangular plot of land for $100000\ m^2$ $=\frac{8\times100000}{100}$
$ = Rs.\ 8000$
The cost of tiling the rectangular plot of land $500\ m$ long and $200\ m$ wide at the rate of $Rs.\ 8 $ per hundred sq m is $Rs. 8000$.
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