A spherical tank with 4 m radius is full of water. Calculate the work (in Joules) is needed to pump all of the water out if the water exits through a spout that is 2 meters from the top of the tank. The density of water is 1000kg/m3 , the gravity force is 9.8m/s2.

1,075,536Joules

Explanation:

Work is said to be done when an applied force causes an object to cover a distance.

Workdone = Force × Distance

Before we can get the force needed to pump all the water out, we need to calculate the mass of water.

Density = Mass/volume

Mass = Density × volume

Given density of water = 1000kg/m³

Volume of the spherical tank = 4/3πr³

If radius = 4m

Volume of the tank = 4/3π(4)³

= 4/3π × 64

= 27.16m³

Mass = 1000×27.16

Mass = 27,160kg

Force = mg = 27,160×9.8

Force = 537,768N

work (in Joules) needed to pump all of the water out if the water exits through a spout that is 2 meters from the top of the tank will be;

Work = 537,768×2

Work = 1,075,536Joules

33: i think it’s b

c, 1a hope this