3.684
The object's density is about 3.68 g/cm3
Divide the mass of the object by it's volume in your question 350 g / 95 cm3 to find density. Your answer will be 3.7 g cm-3 ( grams per cubic centimeter).
350/95 = 3.684 gm/cc (rounded)
Density is calculated as Mass / Volume. Therefore for an object that has a mass of 350 grams and a volume of 95 cm^3, the density would be 3.684 g/cm^3. Water has an estimated 1g/cm^3 density, therefore the density of this object is greater than that of water and would sink.
The density of a liquid with a mass of 95 grams depends on its volume. Density is calculated by dividing the mass of a substance by its volume. So, without knowing the volume of the liquid, we cannot determine its density with just the mass provided.
The density of the object is 3.68 g/cm3 (density = mass/volume). Since the density of water is 1 g/cm3, the object would sink in water because its density is higher than that of water. Objects with a greater density than the fluid they are placed in will sink.
Density can be calculated using the formula D = m/v. Where D is density; m is mass; and v is volume. For your example: mass(m) is 350 grams volume(v) is 95cm2 (can also be written as 95 mL) therefore D = 350g/95cm2 =3.6g/cm2
Density = Mass/Volume = 3.68 grams per cubic centimetre.
This is due to Saturn's density being much lower than Earth's density.
Divide the mass of the object by it's volume in your question 350 g / 95 cm3 to find density. Your answer will be 3.7 g cm-3 ( grams per cubic centimeter).
lower average density compared to Earth, which results in a larger volume for the same mass. Saturn is predominantly made of lighter elements, such as hydrogen and helium, which contribute to its lower density.
To determine if an object will float, compare its density to the density of the fluid it will be placed in (usually water). An object with a density greater than that of water (1 g/cm^3) will sink, while an object with a density less than water will float. In this case, with a density of 350 g and a volume of 95 cm^3, you would need to know the density of the fluid (e.g., water) to determine if it would float or sink.