00:05Numerical number 4 of unit 1 is a rectangular holding tank 25 meter length and 15 meter
00:13width is used to store water for short period of time in an industrial plant.
00:21If 2,980 meter cube water is pumped into the tank, what is the depth of the water?
00:33It is a rectangular tank which is length 25 meter and width 15 meter.
00:41It is stored in a industrial plant in an industrial plant.
00:51It is stored in 2,980 meter cube water which is pumped in the tank.
00:59So, we need to calculate the depth of the water.
01:02So, first of all, we have data.
01:04What is the depth of the water?
01:09The length is given which is 25 meter and width is also given which is 15 meter and volume is
01:24given which is 2980 cubic meter or meter cube.
01:32And we have to find depth means d or we can also write it is h is equal to watt.
01:44So, for solution, as we know that volume is equal to length into width into height or depth.
01:58So, we have to find depth.
02:02So, this formula will be h is equal to v upon length into width.
02:11So, now by putting the given values, the value of volume is 2980 divided by length.
02:20The value of length is 25 multiplied with width, the value of width is 15 meters.
02:29So, after simplification or simplifying these values, h will be equal to 2980 divided by 25 into 15, it will
02:44be 375.
02:45So, after simplification, we will get final answer is 7.9 466 meter.
02:58The value of depth is obtained is 7.95 meter.
03:07So, this is our final answer.
03:08So, this is our final answer.
03:14Here we go.
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