How does the number of atoms in a 31.5-g gold ring compare to the number in a silver ring of the same mass?
20. Heat and Temperature
Moles and Avogadro's Number
- Textbook Question249views
- Multiple Choice
If the molar mass of hydrogen is 1.008 g/mol, what is the mass (in grams) of 2 hydrogen atoms?
1184views15rank - Multiple ChoiceHow many moles are in a block of lead?674views
- Multiple ChoiceA rigid container has a volume of . It contains a ideal gas at . How many moles are in the container?605views
- Multiple Choice
0.0076 moles of an ideal gas is at 24°C. If it is a sealed container with a volume of 86 cm3, what is the pressure of the gas?
475views - Textbook Question
How many atoms are in a 2.0 cm×2.0 cm×2.0 cm cube of aluminum?
541views - Textbook Question
An element in its solid phase has mass density 1750 kg/m3 and number density 4.39×1028 atoms/m3. What is the element's atomic mass number?
689views - Textbook Question
How many atoms are there in a 3.4-g copper coin?
581views - Textbook Question
Calculate the number of molecules/m³ in an ideal gas at STP.
319views - Textbook Question
(I) If 3.50 m3 of a gas initially at STP is placed under a pressure of 2.80 atm, the temperature of the gas rises to 38.0°C. What is the volume?
335views - Textbook Question
How many moles of water are there in 1.00 L at STP? How many molecules?
405views - Textbook Question
(II) A storage tank contains 21.6 kg of nitrogen at an absolute pressure of 3.45 atm. What will the pressure be if the nitrogen is replaced by an equal mass of CO₂ at the same temperature?
366views - Textbook Question
(II) A storage tank at STP contains 26.5 kg of nitrogen (N₂). What is the pressure if an additional 32.2 kg of nitrogen is added without changing the temperature?
618views - Textbook Question
(II) A tank contains 30.0 kg of O₂ gas at a gauge pressure of 8.20 atm. If the oxygen is replaced by helium at the same temperature, how many kilograms of the latter will be needed to produce a gauge pressure of 8.00 atm?
417views - Textbook Question
Compare the value for the density of water vapor at exactly 100°C and 1 atm (Table 13–1) with the value predicted from the ideal gas law. Why would you expect a difference?
371views