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What is the density of 52.9 gram metal in 15 ml of water volume rises to 39.3?
Density = mass devided by volume (gram per millilittre)52.9 (g) / [39.3 (ml) - 15.0 (ml)] =52.9 (g) / 24.3 (ml) =2.17 g/mlBy the way, there is no such pure metal with this density:Aluminum: 2.7 g/ml and Beryllium: 1.85 g/ml and only Si in between! (Si 2.33 g/ml, nonmetal)
What are the volumes of 1.000g of ice and of 1.000g of water at 0 degrees celsius?
Ice VolumeThe density of ice is 0.9167 g/mL; the given mass is 1.000gVolume = mass/density= 1.000 g/0.9167 g/mL= 0.9167 mLWater VolumeThe density of water is 0.9998 g/mL; the given mass is 1.000gVolume = mass/density= 1.000 g/0.9998 g/mL= 0.9998 mLThe volume of ice is 0.9167ml and the volume of water is 0.9998 mL
A body whose mass is 60 g is dropped into a cylinder containing 150mL of water. The water rises to the 200mL mark. What is the density of the body?
Given that the volume of water displaced by the body is 50 mL (from 150 mL to 200 mL), and since 1 mL of water is equivalent to 1 g, the mass of the body is equal to the volume of water displaced, which is 50 g. Therefore, the density of the body is 50 g / 60 g = 0.83 g/mL.
What volume of water should be added to 23.4 g of NaCl to make 100.0 mL of 4.00 M solution?
To prepare a 4.00 M NaCl solution, first calculate the moles of NaCl in 23.4 g. Then, determine the volume of water needed to make a total volume of 100.0 mL minus the volume of NaCl solution. Add the water to the NaCl to make a 100.0 mL solution.
What volume (in milliliters) of a 0.150 M salt water solution contains 0.500 g of NaCl?
To find the volume of the solution containing 0.500 g of NaCl, first, calculate the moles of NaCl using its molar mass (58.44 g/mol). Then use the molarity formula (Molarity = moles/volume) to find the volume. The volume of a 0.150 M solution that contains 0.500 g of NaCl would be approximately 8.5 ml.
What is the volume of a liquid with a density of 5.45 gml and a mass of 65 g?
To find the volume of a liquid, you can use the formula: volume = mass / density. Given a mass of 65 g and a density of 5.45 g/mL, the volume would be calculated as follows: volume = 65 g / 5.45 g/mL ≈ 11.93 mL. Therefore, the volume of the liquid is approximately 11.93 mL.
What is the density if the volume is 104 cc and the mass is 65 grams?
The density is 0.625 g/cm3
What is a force helps a ship float?
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.
What volume in ml should a 1.0000 g sample of water weighed in air at 24C occupy?
The volume of 1 ml. of water equals 1 cm3.
What is the density if 253.23 g of water?
The density of water is about 1 g/mL. Therefore, for 253.23 g of water, the volume will be approximately 253.23 mL.
What is the water flow volume of the Colorado River?
65 cubic metre per second
Which has a greater volume 1 g of lead or 1 g of water?
It depends on if they are solid or liquid.
What is the answer to 65 g mg?
65 g = 65,000 mg
What is the volume in cubic centimeters of 2538 kilograms of water?
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.
Will an object wit a volume of 77 grams per cubic centimeter and mass of 65 grams float or sink in the water?
The object will sink in water because its density (77 g/cm³) is greater than the density of water (1 g/cm³). Objects with a density greater than that of water will sink, while objects with a density less than water will float.
What is the volume of 5000kg of water?
The density of pure water at +4 degrees C, is 1 g/ml. The volume, then, of 5000 kg of water is 5000 liters.
What volume of water will 1057 g occupy?
Water's accepted density is 1.00 g/mL at standard temperature and pressure so depending on temperature the 1057 grams of water will occupy just about 1057 mL.
