Engineers design air bags that deploy almost instantly upon
impact. To do this, an air bag must provide a large amount of gas
in a very short time. Many manufacturers use sodium azide,
NaN3, to produce the gas, in such a manner:
2NaN3(s) → 2Na(s) + 3N2(g)
a) . What volume of N2(g) gas is produced if 117.0 g of sodium
azide is reacted at 20.2 °C and 101.2 kPa ?
b) . How many molecules of N2(g) are present in this volume? (Use
Avogadro’s constant)
c) . How many nitrogen atoms are present in this volume?
Engineers design air bags that deploy almost instantly upon impact. To do this, an air bag...
Automotive air bags inflate when sodium azide, NaN3, rapidly decomposes to its component elements: 2NaN3(s)?2Na(s)+3N2(g) How many moles of N2 are produced by the decomposition of 1.70 mol of NaN3?
Automotive air bags inflate when sodium azide, NaN3, rapidly decomposes to its component elements: 2NaN3(s)→2Na(s)+3N2(g) a. How many moles of N2 are produced by the decomposition of 1.70 mol of NaN3? b. How many grams of NaN3 are required to form 13.0 g of nitrogen gas? c. How many grams of NaN3 are required to produce 11.0 ft3 of nitrogen gas if the gas has a density of 1.25 g/L?
When sensors in a car detect a collision, they cause the reaction of sodium azide, NaN3, which generates nitrogen gas to fill the air bags within 0.03 s. 2NaN3(s)→2Na(s)+3N2(g) How many liters of N2 are produced at STP if the air bag contains 101 g of NaN3? Express your answer with the appropriate units.
1. Automotive air bags inflate when a sample of sodium azide, NaN3, is very rapidly decomposed: 2NaN3 (s) ―—› 2Na(s) + 3N2(g) What mass of sodium azide is required to produce 2.6 ft3 (73.6 L) of nitrogen gas with a density of 1.25 g/L?
Automobile air bags inflate during a crash or sudden stop by the
rapid generation of nitrogen gas from sodium azide, according to
the reaction:
2NaN3 (s) 2Na (s) + 3N2 (g)
How many grams of sodium azide are needed to provide sufficient
nitrogen gas to fill a 40.0 × 40.0 × 25.0 cm bag to a pressure of
1.13 atm at 23.0 °C?
Automobile air bags inflate during a crash or sudden stop by the rapid generation of nitrogen gas from sodium azide, according to the reaction: 2NaN3(s) -----2Na(s)+3N2(g) How many grams of sodium azide are needed to provide sufficient nitrogen gas to fill a 30.0 × 30.0 × 25.0 cm bag to a pressure of 1.07 atm at 12.0 °C?
1. Air bags are activated when a severe impact causes a steel ball to compress a spring and electrically ignite a detonator cap. This causes sodium azide (NaN3) to decompose explosively according to the following reaction: 2Na (s) 3N2 (g) 2NAN3 (s) 72.01 IL1,01(3) What mass of NaN3 (s) must be reacted to inflate an air bag to 70.0 L at 1 atm and 20°C? (8 pts.) 1273,15 293.15 21100,8 0V mol HOTS 3,31 X10 2. Exactly 50.0 mL liquid...
Automotive air bags inflate when sodium azide decomposes explosively to its constituent elements:2NaN3(s) → 2Na(s)+3N2(g)How many moles of N2 are produced by the decomposition of 3.55 mol of sodium azide?10.71.185.332.371.78
In the formation of smog, nitrogen and oxygen gas react to form nitrogen dioxide: N2(g)+2O2(g)→2NO2(g) Part A How many grams of NO2 will be produced when 2.0 L of nitrogen at 870 mmHg and 29 ∘C are completely reacted? Express your answer using two significant figures. mNO2 m N O 2 = When sensors in a car detect a collision, they cause the reaction of sodium azide, NaN3, which generates nitrogen gas to fill the air bags within 0.03 s....
Automotive air bags inflate when sodium azide decomposes explosively to its constituent elements: 2NaN3(s)→2Na(s)+3N2(g) How many grams of sodium azide are required to produce 30.5 g of nitrogen?