A plot of rhombus shape has the distance of 12-5 m and 10-4 m of its opposite edges- Calculate the cost to it plane per square m planning cost is Rs- 180-

Question

Toppr Admin · Accepted Answer

D1-12-5-xA0-xA0-d2-10-4Area-xA0-12d1d2-65m2cost-m2-Rs-180Total cost-xA0-180-xD7-65-Rs-11700

A plot of rhombus shape has the distance of $12.5 m$ and $10.4 m$ of its opposite edges. Calculate the cost to make it plane if per square $m$ planning cost is $R s . 180$ .

$d_{1} = 12.5$ , $d_{2} = 10.4$
Area $= \frac{1}{2} d_{1} d_{2} = 65 m^{2}$
$c o s t / m^{2} = R s .180$
Total cost $= 180 \times 65 = R s .11700$

A plot of rhombus shape has the distance of 12.5 m and 10.4 m of its opposite edges. Calculate the cost to make it plane if per square m planning cost is Rs. 180.

d1=12.5, d2=10.4Area =12d1d2=65m2cost/m2=Rs.180Total cost =180×65=Rs.11700

A plot of rhombus shape has the distance of $12.5 m$ and $10.4 m$ of its opposite edges. Calculate the cost to make it plane if per square $m$ planning cost is $R s . 180$ .

$d_{1} = 12.5$ , $d_{2} = 10.4$
Area $= \frac{1}{2} d_{1} d_{2} = 65 m^{2}$
$c o s t / m^{2} = R s .180$
Total cost $= 180 \times 65 = R s .11700$