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An irregular solid with a mass of 25.9863 plusminus 0.0003 g displaces 20.5 plusminus 0.2 mL...
A 24.3 g irregular nugget displaces 1.26 mL of water. Is it likely that the nugget is gold?
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what is the density (g/mL) of the irregular solid of weight 66.2 grams, if the initial volume of water in a graduated cylinder was 56.7 cm^3 and the volume of the water and solid together was 73.2 cm^3
Determine the density of an object that has a mass of 49.8 g and displaces 22 .1 mL of water when placed in a graduated cylinder
A solid has a mass of 21.15 grams and a density of 1.688 g/mL. The solid is dropped into a graduated cylinder containing water with volume of 15.00 mL. When the solid is dropped into the graduated cylinder, the volume of the water goes up. Using the information given, calculate the final volume of the water in the graduated cylinder.
What is the mass density (g/cm^3) of a 450g block that displaces 200 cc of water
8. What is the density (g/mL) of a solid with mass of 4.75 g and a volume of 6.20 mL (10pts)? (1) 1.31 (2) 0.95 (3) 0.77 (4) 1.25 9. What is the mass (g) of a 275 ml solid with a specific gravity of 1.75 (10pts)? (1) 541.2 (3) 157.1 (2) 256.7 (4) 481.3 10. A patient needs 0.5 grams of medication two times per day. How many 250 mg tablets must he take per day (10pts)? (1) (3)...
An irregular lump of an unknown metal has a measured density of 3.84 g/mL. The metal is heated to a temperature of 161 °C and placed in a graduated cylinder filled with 25.0 mL of water at 25.0 °C. After the system has reached thermal equilibrium, the volume in the cylinder is read at 33.7 mL, and the temperature is recorded as 37.4 °C. What is the specific heat of the unknown metal sample? Assume no heat is lost to...
Find the mass density of a 200 g rock that displaces a volume of 60 cc. in g/cc and in kg/m^3
You are measuring the density of a solid object by displacement. The volume of water in the cylinder initially is 30.7 (plusminus 0.3 mL) and the volume after the solid metal sample sank was 34.5 (plusminus 0.3 mL). Find the volume of the metal sample and calculate the uncertainty in the volume reading. Remember to retain one extra sig fig for the next calculation.