A rectangular water tank measures 15m × 6m at top and is 10m deep. It is full of water. If water is drawn out lowering the level by 1 meter,
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Your question is incomplete but I can guess what may have been the question....
"We have to find out the final volume of the water tank..."
SOLUTION :
●Initial volume of the water tank( cuboid )
=>
=> 15 × 6 × 10
=> 900 cubic meters
●Final volume of the water tank
*(height is decreased by 1m this time)
=> 15 × 6 × 9
=> 810 cubic meters
Therefore, when water is drawn out lowering the level by 1 meter , the volume becomes 810 cubic meters.....
●●●*[plz tell me if the question is different ........
I will try again...]*●●●
"We have to find out the final volume of the water tank..."
SOLUTION :
●Initial volume of the water tank( cuboid )
=>
=> 15 × 6 × 10
=> 900 cubic meters
●Final volume of the water tank
*(height is decreased by 1m this time)
=> 15 × 6 × 9
=> 810 cubic meters
Therefore, when water is drawn out lowering the level by 1 meter , the volume becomes 810 cubic meters.....
●●●*[plz tell me if the question is different ........
I will try again...]*●●●
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