Saturday, 7 February 2009
: Mod Maths : Homeworks :
Those who weren't present in the class during Mod Maths, please write these down inside your notebook.
*Continue from the previous note*
Number of Sets
The symbol n(A) is used to denote the number of elements in set A.
Example: A {1, 3, 5, 7}
Example: A {1, 3, 5, 7}
<------->n(A) = 4
Venn diagram:
Example:
P = {Prime factors of 30}
a) List all the elements of P
<--> P = { 2, 3, 5 }
b) State n(P) *number of elements; the previous info is not compulsary
<--> n(P) = 3
c) Draw a Venn diagram to represent set P and n(P)
*Do this yourself*
Empty Set
1. Empty or null set is a set which has no elements.
2. Symbol for empty set { } or Ø
Note: {0} or {Ø} are not empty sets.
Example:
1. L = {an even prime number}
<>L = {2}
<>L ≠ { }
2. M = {odd numbers which are divisable by 4}
<>M = { } or M = Ø
Example:
1. N is a set of month which begins with the letter C.
<>N = { }
Equal Set
2 sets, A and B are equal if each element in set A is also element in set B and vice versa.
Example:
1. A = { P, O, t}
<>B = { O, t, P}
<>A = B
2. X = {1, 2, 3, 4}
<>Y = { 2, 3, 4, 5}
<>X ≠ Y
Example:
Find the value of x in the equal sets.
{ 2x, 7} = { 7, 9}
<-->2x = 9
<---> x = 9/2
________________________________
:Homeworks:
1. Mod Maths - Will be posted today around 3PM.
2. Add Maths - Page 67, Practice 2; Q1-4. Solve in book 2.
<------------->Page 68, Chapter Review Ex; Q2 and Q3. Again, in book 2.
3. BM - Page 41, Pemahaman section. Answer in Penulisan book.
<------> Ameer, see me at school today after Gerko. You left your book at class.
:Notices:
I'll be posting the exercises tomorrow so, look forward to it. I have my reason not to post it now but it's irrelevant, so I won't say anything about it.
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