Question

Water emerges out as a fountain from a vertical tube at a rate of 3000ltr/min up to 10m find radius of tube

Answer 1

Answer:

Water emerges out as a fountain from a vertical tube at a rate of 3000ltr/min up to 10m the radius of tube is 0.3080899 meters

Explanation:

Here, the volume of the water is equal to 3000 liters.

Since the height of the tube is given in meters, we must convert the volume to cubic meters.

The conversion is as follows:

1 liter = 0.001 cubic meters

Now, let's convert the volume to cubic meters using this formula.

3000 × 0.001 = 3 m³

The formula for getting the volume of the tube = πr²h

In this case:

h = 10 m

π = 3.142

r = ?

We do substitution as follows:

3 = 3.142 × r² × 10

r² = 3/31.42

r² = 0.0954805

r = √0.0954805

r = 0.3080899 meters

Answer 2

Explanation:

$\tt radius \: \: (r) \: = 0.308 \: m$