A rectangular reservoir is 120m long and 75 m wide. At what speed per hour must water flow into it through a square pipe of 20cm wide so that the water rises by 2.4m in 18 hours
Answers
Answered by
16
hey mate here is your answer..
Solution:-
Length of the reservoir = 120 m
Breadth of the reservoir = 75 m
The height of the water level in 18 hours = 2.4 m
Volume of the water collected in the reservoir 120 × 75 × 2.4
= 21600 m³
Let the speed of the flowing water = x m/hr
the water flowing in the pipe eventually forms a cuboid of width 20 cm or 0.2 m and height of 20 cm or 0.2 m.
The length of the cuboid so formed in the pipe in 18 hours = 18x m
Therefore, the volume of the water flows out of the pipe in 18 hours = 0.2 × 0.2 × 18x
= 0.72x m³
Therefore,
Volume of the water collected in the reservoir = volume of the water flows out of the pipe in 18 hours.
21600 = 0.72x
x = 21600/0.72
x = 30000 m/hr
Or, speed of the water = 30 km/hr
hope it helps you dear..
❤❤⭐❤❤⭐⭐❤
Solution:-
Length of the reservoir = 120 m
Breadth of the reservoir = 75 m
The height of the water level in 18 hours = 2.4 m
Volume of the water collected in the reservoir 120 × 75 × 2.4
= 21600 m³
Let the speed of the flowing water = x m/hr
the water flowing in the pipe eventually forms a cuboid of width 20 cm or 0.2 m and height of 20 cm or 0.2 m.
The length of the cuboid so formed in the pipe in 18 hours = 18x m
Therefore, the volume of the water flows out of the pipe in 18 hours = 0.2 × 0.2 × 18x
= 0.72x m³
Therefore,
Volume of the water collected in the reservoir = volume of the water flows out of the pipe in 18 hours.
21600 = 0.72x
x = 21600/0.72
x = 30000 m/hr
Or, speed of the water = 30 km/hr
hope it helps you dear..
❤❤⭐❤❤⭐⭐❤
Answered by
0
Answer:
30 km/ he
Step-by-step explanation:
30 km/ he is answer
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