A rectangular tank is 8 cm wide and 9 cm long. The height of the water level in the tank is 10 cm. Adam pours 1.872 ℓ of oil into the tank. What is the total height of the two liquids in the tank?
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Answered by
1
Answer:
26 cm oil water 10 cm
Step-by-step explanation:
volume(cuboid )=l*b*h
i L=1000cm3
1.872L=1872cm3
1872=9*8*h (l and b are same)
h=1872/78
h=26
h of water is 10 cm (given)
Answered by
1
volume of rectangular tank = 8×9×10=720 cm^3
we know that 1 l=1000 cm^3
so 1.872 l=1872 cm^3 of oil
total volume in tank is =720+1872 =2592cm^3
total height = 2592/(8×9)
2592/72=36 cm
we know that 1 l=1000 cm^3
so 1.872 l=1872 cm^3 of oil
total volume in tank is =720+1872 =2592cm^3
total height = 2592/(8×9)
2592/72=36 cm
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