|
The
mole and chemical equations
Francine
Taylor-Campbell, Contributor
 |
| Dr.
Hamadoun I. Toure, Secretary-General of the International Telecommunications Union,
speaks with students, on Monday, April 16, while on a tour of the e-Learning project
at Camperdown High School, Kingston. - Rudolph Brown/Chief Photographer |
To
perform calculations based on chemical reactions, an equation must first be written
and then balanced, so that the mole concept can be applied . Calculations
based on equations E.g.
the reaction (Pb = 207, C = 12, O = 16, H = 1, N = 14) PbCO3(s)
+ 2HNO3(aq) = Pb(NO 3)2
(aq) + H2O(l) + CO2(g)
| 1
mole | 2
mole | 1
mole | 1
mole | 1
mole | | 267g | 263g | 331g | 18g | 44g | | =
24 dm3 at RTP. | | |
Exercises:
1
. How many moles of nitric acid are needed to obtain 0.5 moles of lead nitrate;
what volume of carbon dioxide is obtained in the same experiment (at RTP )? Ans:
2 moles HNO3 = 1 mole Pb(NO3)2
1 mole
HNO3 = 0.5 mol Pb(NO3)2 2
moles HNO3 = 24 dm³
CO2 at RTP 1
mole HNO3 = 12 dm³
CO2 at RTP 2.
If the nitric acid contains 2 moles in one dm³
( 2 mol/dm³
), what volume of nitric acid (in cm³
) would be needed in Q1? Ans:
2 moles HNO³
are contained in 1000 cm³
solution. 0.5
moles HNO³
are contained in 250 cm³
solution. 3
. How many grams of lead nitrate could be obtained from 53.4g of lead carbonate
reacting with an excess of acid. Ans
. 267g PbCO3 = 331g Pb(NO3)2
53.4
PbCO3 = (331*53.4)/267 = 66.2g Pb(NO3)2
4. 30g
PbCO3 were reacted with 100 cm³
of 2 mol/dm³
HNO3 when the reaction was complete what mass of PbCO3
remained unreacted? Ans:
From the equation, 267g PbCO3 react with 2 moles HNO3
267g PbCO3 react with 1 dm³
of 2mol/dm³
HNO3 That
is, 267g PbCO3 react with 1000 cm³
HNO3 26.7g
will react with 100 cm³
HNO3 Excess
PbCO3 = 30 - 26.7 = 3.3g 5.
That volume of CO2 (at RTP) is produced in the experiment
in Q4? Ans:
267g bCO3 = 24 dm³
CO2 at RTP 26.7g
PbCO3 = 2.4 dm3 CO³
at RTP. 6.
Iron sulphate was prepared by reacting an excess of iron with 100 cm³
of 1 mol/dm3 sulphuric acid. (Fe = 56, S = 32, H = 1, O = 16) Equation
Fe(s) + H2SO4(aq)
= FeSO4(aq) + H2(g) a.
What mass of iron reacted? b.
What mass of FeSO4 could be produced? c.
What volume of hydrogen at RTP would be obtained? d.
When crystalline FeSO4.7H2O is obtained,
what mass of this could be obtained? e.
What volume of 1 mol/dm³
H2SO4 would react to produce 4.8 dm³
H2 at RTP? Answers
a.
5.6g of iron. b. 15.2g FeSO4. c. 2.4 dm³
of hydrogen. d.
27.8g FeSO4 .7H2O crystals. e.
200 cm³
of H2SO4. Francine
Taylor-Campbell is an independent contributor. |