Tank A, measuring 20 cm by 25 cm by 15 cm, is $\frac{3}{5}$ filled with water. Some water is poured from Tank A into an empty Tank 13 with a square base of side 10 cm so that the heights of the water level in the two tanks are the same.
What is the height of the water level in each tank ?

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Solution

Vol. of water in tank 'A' $= \frac{20 \times 25 \times 15}{5} = 4500 c m^{3}$
Vol. of tank $13 = 10 \times 10 \times h$
$= 100 h c m^{2}$
Also vol. of water ion tank 'A' is $20 \times 25 \times h = 4500$
$\Rightarrow h = 9 c m$

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Tank A, measuring 20 cm by 25 cm by 15 cm, is 35 filled with water. Some water is poured from Tank A into an empty Tank 13 with a square base of side 10 cm so that the heights of the water level in the two tanks are the same.What is the height of the water level in each tank ?

Vol. of water in tank 'A' =20×25×155=4500cm3Vol. of tank 13=10×10×h=100hcm2Also vol. of water ion tank 'A' is 20×25×h=4500⇒h=9cm

Tank A, measuring 20 cm by 25 cm by 15 cm, is $\frac{3}{5}$ filled with water. Some water is poured from Tank A into an empty Tank 13 with a square base of side 10 cm so that the heights of the water level in the two tanks are the same.
What is the height of the water level in each tank ?

Vol. of water in tank 'A' $= \frac{20 \times 25 \times 15}{5} = 4500 c m^{3}$
Vol. of tank $13 = 10 \times 10 \times h$
$= 100 h c m^{2}$
Also vol. of water ion tank 'A' is $20 \times 25 \times h = 4500$
$\Rightarrow h = 9 c m$