Answer :
It takes almost 5.7 hours the same hose to fill an aquarium measuring 26 inches by 33 inches by 35 inches.
First, we must determine how quickly the hose operates.
By dividing the volume of the first aquarium by the length of time it took to fill it, we may determine that.
The following formula can be used to determine the volume of the first aquarium: V =L*B*H
where the aquarium's length is L and its width is B
Its height is H.
Thus, the first aquarium's volume is:
V =L*B*H = 3*8*11 = 264 inches^3
We have the filling rate as:
264/3 inches ^3 per minute,
Let's now determine the second aquarium's volume.
The first formula is what we employ.
The volume is as follows:
V =L*B*H = 26*33*35 = 30030 inches ^3
Now, we divide the capacity of the second aquarium by the pace of the first aquarium to obtain the amount of time.
According to mathematics, that is:
30030 * 3/264 = 341.25 minutes = 5.7 hours approximately
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