Answer:
19344 rupees
Step-by-step explanation:
Given:
Length of a rectangular tank (l) = 25 m
Breadth of a rectangular tank (b) = 1200 cm
Height of a rectangular tank (h) = 6000 mm
To find: cost of plastering the inside of its walls and bottom floor at Rs 26 per square metre
Solution:
Surface area of walls and bottom floor of the rectangular tank = [tex]lb+2(bh+hl)[/tex]
Use [tex]1 m = 100 \,cm\,,\,1m=1000\,mm[/tex]
[tex]l=25\,m\\b=1200\,cm=12\,m\\h=6000\,mm=6\,m[/tex]
Surface area of walls and bottom floor of the rectangular tank = [tex]25(12)+2[(12)(6)+(6)(25)]=300+2(72+150)=300+444=744\,m^2[/tex]
Cost of plastering the inside of its walls and bottom floor at Rs 26 per square metre = 744 × 26 = 19344 rupees