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How to teach maths Book Summary

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Summary by : dawit6
Visits : 24  words: 600   Published: March 04, 2008


When looking to teach maths, sometimes you are faced with a complex curriculum which outlines various ways to manipulate numbers – these are not as easy to understand as the writers think – thus the following list outlines the ways to find your way through the maze !
 
number skills
 
Sorting- objects sharing a common attribute are grouped together.
One-to-one correspondence – this is necessary before counting can begin.
Counting- matching number names in one-to-one correspondence to a set of object.
Ordinality- ordering according to position
Cardinality- identifying sets that is the same number of members.
Conservation- recognising that number is conserved whatever the arrangement of the members of the set.
Symbol recognition- recognising the abstract number symbol and relating them to the sound of the number words.
Place value- the position of a digit indicates its value, for example, 7, 73 and 741 each assign a different value to the digit 7.
 
 
Number operations
Addition- counting on from an identified point
Subtraction- taking away object from a set
-         Working out the difference between 2 sets
Multiplication- adding equal sets (2+2+2=)
-         enlargement (2,4,6,8,10)
-         arrays e.g. 2 types of bread       = 6 types of
                        3 types of fixing              sandwich
Division- sharing amounts equally between a given number of sets.
Division- establishing how many sets of a given number can be made
                 There are 6 fish
(e.g. how many cats can have 3 fish each? )
Fractional parts-
1/3 can represent:
-         one whole divided into there  parts
-         a share of a number that is divisible by three
-         a share of a number less than three
-         a share of a number not divisible by three
-         a share of three
-         a share of a number less than one
ALGEBRA- a generalisation of numerical relationships
Number patterns- portrayed numerically, algebraically and geometrically
                            e.g. patterns of number bonds
                                   Patterns in place value 
                                   Patterns of multiplication and Division
                                   Patterns of equivalence and specific number patterns
Manipulation of unknown quantities.
-         use of letters and symbols
-         use of graphs and co-ordinates
 
 

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