Ch.10 - Gases
Chapter 10, Problem 55
Magnesium can be used as a 'getter' in evacuated enclosures to react with the last traces of oxygen. (The magnesium is usually heated by passing an electric current through a wire or ribbon of the metal.) If an enclosure of 5.67 L has a partial pressure of O2 of 7.066 mPa at 30 °C, what mass of magnesium will react according to the following equation? 2 Mg1s2 + O21g2¡2 MgO1s2
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Related Practice
Textbook Question
(b) Calculate the molar mass of a vapor that
has a density of 7.135 g>L at 12 °C and 99.06 kPa.
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Textbook Question
In the Dumas-bulb technique for determining the molar
mass of an unknown liquid, you vaporize the sample of a
liquid that boils below 100 °C in a boiling-water bath and
determine the mass of vapor required to fill the bulb. From
the following data, calculate the molar mass of the unknown
liquid: mass of unknown vapor, 1.012 g; volume of bulb,
354 cm3; pressure, 98.93 kPa; temperature, 99 °C.
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Textbook Question
The molar mass of a volatile substance was determined by
the Dumas-bulb method described in Exercise 10.53. The
unknown vapor had a mass of 2.55 g; the volume of the
bulb was 500 mL, pressure 101.33 kPa, and temperature
37 °C.Calculate the molar mass of the unknown vapor.
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Textbook Question
Calcium hydride, CaH2, reacts with water to form hydrogen
gas:
CaH21s2 + 2 H2O1l2¡Ca1OH221aq2 + 2 H21g2
This reaction is sometimes used to inflate life rafts, weather
balloons, and the like, when a simple, compact means of
generating H2 is desired. How many grams of CaH2 are
needed to generate 145 L of H2 gas if the pressure of H2 is
110 kPa at 21 °C?
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Textbook Question
Both Jacques Charles and Joseph Louis Guy-Lussac were avid balloonists. In his original flight in 1783, Jacques Charles used a balloon that contained approximately 31,150 L of H2. He generated the H2 using the reaction between iron and hydrochloric acid: Fe1s2 + 2 HCl1aq2 ¡ FeCl21aq2 + H21g2 How many kilograms of iron were needed to produce this volume of H2 if the temperature was 22 °C?
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Textbook Question
During a person's typical breathing cycle, the CO2 concentration in the expired air rises to a peak of 4.6% by volume.
(a) Calculate the partial pressure of the CO2 in the expired
air at its peak, assuming 1 atm pressure and a body temperature of 37 °C.
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