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The answer is 0.606 litres, approx. This quantity of milk will have to be injected into the bowl since if it is spherical, there is no opening into which the milk can be poured.

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Q: How many liters of milk can a spherical bowl of diameter 10.5cm hold?
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How many liters of milk can a spherical bowl of diameter 10.5 cm hold?

The volume of a sphere with diameter 10.5 cm is 606.13 cm3 .No food bowl is ever a complete sphere. If it were, there would be no way to transfermaterial in and out of it, and it couldn't stand in one place without rolling away.Let's say your bowl is exactly the bottom half of a sphere, and a fashionable extrablob of glass or plastic has been attached to the bottom of it so that it can stand.Its capacity all the way up to the rim is 303.07 cm3, or 0.30307 liter. (rounded)


What is the diameter of a bowl?

The diameter can be 8.50" to 8.59".


What do you get when you divide the circumference of a bowl of ice cream by its diameter?

A pi (which is about 22/7)


How many gallons in a bowl 30 inches by 36 inches?

It is not possible to answer the question because it does not specify which of the two measures is the diameter and which the height. And, since the bowl is not sperical, more information about its shape is required.


How to solve using trig. Water in a hemispherical bowl with a diameter of 40 cm begins to pour out when the bowl is tilted through an angle of 35 degrees How deep is the water in the bowl?

As the bowl is hemispherical in share, tilting it does not change the shape of the water, and so its depth remains the same. When the bowl has been tilted 35o, the distance the lip of the bowl has been lowered can be found using the Sine ratio. This can be subtracted from the height the lip was above the bottom the the bowl (namely the radius of the bowl) to find how deep the water is. The angle is 35o. The hypotenuse is the radius of the bowl. The opposite side is the unknown drop. sine 35o = drop/20 cm ⇒ drop = 20cm x sine 35o ≈ 11.47 cm height = radius - drop ≈ 20 cm - 11.47 cm = 8.53 cm