The height of the milk level in the glass is 8 cm. Calculate the milk pressure at the bottom of the glass.

Given:

h = 8 centimeters – the level of milk in the glass;

g = 10 meters per second squared – gravitational acceleration (constant near the earth’s surface);

ro = 1027 kilograms per cubic meter – the density of milk.

It is required to determine P (Pascal) – the pressure of the milk at the bottom of the glass.

Let’s convert the units of measurement of length from centimeters to meters:

h = 8 cm = 8 * 10 ^ -2 = 0.08 meters.

Then the pressure will be equal to:

P = ro * g * h = 1027 * 10 * 0.08 = 1027 * 0.8 = 821.6 Pascal.

Answer: the pressure of the milk at the bottom of the glass is 821.6 Pascal.