Since the density (mass divided by volume) of water is about 1.0 g/mL the volume of 6.5 gram is6.5(g) / 1.0(g/mL) = 6.5 mL
Buoyant force = Density of the water * g * Volume of displaced water For the ship to float, the buoyant force must be equal to the weight of the ship. Density of the water * g * Volume of displaced water = m * g Density of the water * Volume of displaced water = m When you multiply the density of water by the volume of displaced water, you get the mass of the ship.
To convert 357 kilograms to grams, you multiply by 1000 since there are 1000 grams in 1 kilogram. So, 357 kilograms is equal to 357,000 grams.
A 1.0000 g sample of water will occupy 1.0000 ml in volume, as water has a density of 1 g/ml at 24°C. Water's density is close to 1 g/ml across a wide range of temperatures.
The density of water is about 1 g/mL. Therefore, for 253.23 g of water, the volume will be approximately 253.23 mL.
It depends on if they are solid or liquid.
The volume of water can be calculated using the density of water, which is 1 g/cm^3. Therefore, 2538 kg of water would be 2538000 g. Dividing this by the density of water gives a volume of 2538000 cm^3 or 2538 L.
The volume of 1057 g of water at room temperature is approximately 1057 ml, or 1.057 liters. This is because the density of water is 1 g/ml.
The formula for density is density = mass/volume. In this case, the mass is 25 g and the volume is 25 ml. Therefore, the density of water in this scenario would be 1 g/ml.
The density of pure water at +4 degrees C, is 1 g/ml. The volume, then, of 5000 kg of water is 5000 liters.
The density of the metal can be calculated by finding the mass of the metal and dividing it by the volume of water displaced. First, subtract the initial volume of water (15 ml) from the final volume (39.3 ml) to find the volume of water displaced (24.3 ml). Density = mass of metal (52.9 g) / volume of water displaced (24.3 ml). Calculate the density using these values.
To calculate the volume of water displaced by 1.82 g of cobalt, we need to know the density of cobalt which is 8.9 g/mL. Using the formula density = mass/volume, we can rearrange it to volume = mass/density. Thus, the volume of water displaced by 1.82 g of cobalt would be 0.204 mL.