Sunday, 25 June 2017

CHAPTER 1 – EXPERIMENTAL CHEMISTRY

1.1 Experimental Design

Volumes of Liquids
SI unit: cubic metre (m3)
Large volume measurement: decimetres (dm3)
1 dm3 = 1 000 cm3
Daily life measurement: millilitres (ml) or litres(l)
1 litre = 1 000 ml
Apparatus for measuring liquids depends on:
-      The volume being measured
-      How accurate the measurement needs to be

-     Beaker hold approximate volume of 100 cm3 and 250 cm3.
-     Conical flask hold approximate volume of 100 cm3 and 250 cm3.
-     Measuring cylinder has accuracy to 1 cm3.
-     Reading to be taken nearer to the meniscus (bottom line).
-     If reading is 23 cm3, should not write 23.0 cm3 as the ‘0’ means accurate to
0.1 cm3.
-     Burette has long scale of 0  50 cm3accurate to 0.1 cm3.
-     Liquid level to be measured before and after tap opening. The difference of
volume gives the liquid volume poured off.
-     Bulb pipette measures exact volumes such as 20.0, 25.0 or 50.0 cm3, not odd
volumes such as 31.0 cm3.




Volumes of Gases
Measured with gas syringe, up to 100 cm3
Temperature
Measured with thermometer. 2 types are:
a) Mercury-in-glass
b) Alcohol-in-glass
SI Unit: Kelvin (K)
Daily life measurement: degree Celcius (oC)
K = oC + 273

Time
SI Unit: seconds (s)

Other Units: minutes (min)/hour (h)
Measured with:
(a) Clock
(b) Digital stopwatch

Mass
Mass  the measure of amount of matter in a substance
SI Unit: kilogram (kg)

Other Units: grams (g)/milligrams (mg)
Large volume measurements: tonnes (t)
1 tonne = 1 000 kg
Measured with:
(a) Electric “top-pan” balance

(b) Triple beam balance





Relative velocity questions and Other resources

Here are few Resources On ,
O'level Add Maths
that maybe helpful.


Topics
Source:http://drtayeb.com/lectures/additional-maths/



CHP1COGEOM CH2SIMEQUCH3FUNC
CH4QUDFUNC  CH5BINOMIAL CH6SECTORS
 CHP7TRIGO CHP8VECTORS CH12REMAIN
CHP15LOGS  CHP16LINFORM RELATIVEVELO
 CHP9DIFFER CH10APPDIFF CHP17TRIGCALC
 CH18LNX CHP11INTEGRATIONQ  BANK 0606 

PAST PAPERS CLASSIFIED

 SIMEQUATIONS COGEOM

 functions

  MS BANK 0606
 BINOMIAL SECTORS TRIGO VECTORS
 REMAINDER LOGS LINFORM RELATIVE VELOCITY

matrices

 sets

 CALCULUSQ  BANK 0606  

PAST PAPERS WITH MARKING SCHEMES

YEAR
SESSION
PAPERS
2013
Summer
QP11
QP12
QP21
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MS11
MS12
MS21
MS22
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MS21
MS22
2012
Summer
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2011
Summer
Winter


PAPERS
2010
Summer
QP11QP21
MS11MS21
Winter
QP01QP02
MS01MS02


PAPERS
2009
Summer
QP01QP02
MS01MS02
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QP01QP02
MS01MS02
2008
Summer
QP01QP02
MS01MS02
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QP01QP02
MS01MS02
2007
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QP01QP02
MS01MS02
Winter
QP01QP02
MS01MS02
2006
Summer
QP01QP02
MS01MS02
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QP01QP02
MS01MS02



PAPERS
2005
Summer
QP01



QP02QP42QP43
MS01MS02
Winter
QP01QP02
MS01MS02
2004
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QP01QP02
MS01MS02  
Winter
QP01QP02
MS01MS02
2003
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QP01QP02
MS01MS02
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QP01QP02
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2002
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QP01QP02
MS01MS02
Winter
QP01QP02
MS01MS02
 O Level Additional Maths Notes


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