In a cone-shaped vessel, the liquid level reaches 1/3 of the height.

In a cone-shaped vessel, the liquid level reaches 1/3 of the height. The volume of the vessel is 270 ml. What is the volume of the liquid poured?

To solve the problem, you first need to write down the formula for the volume of the cone.

We get:

V = (1/3) * P * R ^ 2 * H.

Where V is the volume of the cone.

P is a constant number equal to 3.14.

R ^ 2 – base radius squared.

H is the height of the cone.

Since the cone is only 1/3 full, the ratio of the entire cone to the ratio of the cone to water is 1: 27.

This means that the volume of the cone with water is 27 times less than the total volume of the cone.

We get:

270/27 = 10 milliliters.

Answer:

The volume of liquid in the cone is 10 milliliters.