Question

Find the capacity of the with the following internal dimensions. Express the capacity in cubic meters and liters for each tank

L=3M20CM,B=2M90CM,H=1M50CM

Answer 1

length of the tank =3m 20 cm
                          =3m +0.2m
                          =3.2m
breadth of the tank =2.9m
height of the tank=1.5m
the capacity of the tank =volume of tank
                                    =lxbxh
                                    =3.2x2.9x1.5
                                    =13.92 m³
the capacity of the tank is 13.92 m³ or 13920 ltr

Answer 2

Answer:

The capacity in cubic meters and liters is $13.92 m^3$ and 13920 liters respectively .

Step-by-step explanation:

100 cm = 1 m

Length = 3m 20 cm = $3+\frac{20}{100}=3.2 m$

Breadth = 2 m 90 cm=$2+\frac{90}{100}=2.9 m$

Height = 1 m 50 cm = $1+\frac{50}{100}=1.5 m$

Capacity of tank = $Length \times Breadth \times Height$

Capacity of tank = $3.2 \times 2.9 \times 1.5$

Capacity of tank = $13.92 m^3$

1 cubic m = 1000 liters

So, 13.92 cubic m = 13.92 * 1000=13920 liters

Hence the capacity in cubic meters and liters is $13.92 m^3$ and 13920 liters respectively .