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BADHIRIYA B.Ed TRAINING 
COLLEGE 
ICT-Based Lesson Plan 
Unit-Rational Numbers 
Topic-Concept About Rational Numbers 
Submitted By 
SIMIMOL M (mathematics)
INTRODUCTION 
Many kinds of numbers 
 Counting Numbers 
(Natural Numbers) :1,2,3,4,........ 
 Negative Numbers :-1,-2,-3,........ 
 Whole Numbers : 0,1,2,3,............
INTEGERS 
Counting numbers , their negatives and zero 
Together are called Integers 
Integers:.......,-3,-2,-1,0,1,2,3,.........
 Sum and product of two counting numbers 
Are again counting numbers 
E.g. : 1+2=3 , 1x2=2 
5+7=12 , 5x7=35 
 The difference is some times counting numbers , 
sometimes negative of counting numbers or zero 
3-2=1 , 3-7=-4 , 6-6=0
 The sum , difference and product of two integers are 
integers. 
0+1=1 , 1+2=3 , 0-1=-1 , 2-(-1)=-1 
0x1=0 , 1x2=2 . All are integers 
 When an integer is divided by another integer 
the quotient need not be an integer always , some 
times we get fractions. 
10/2=5 , 9/2=4 ½.
RATIONAL NUMBERS 
Integers and fractions (positive or 
negative)are collectively called Rational numbers.
Review 
 What is Rational numbers? 
Integers and fractions are collectively called 
Rational numbers. 
 Write examples for rational numbers? 
½, 3, -3/2.
ASSIGNMENT 
 Prove that the sum , difference , product and division 
of rational numbers are again rational numbers?
END

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power point presentaion

  • 1.
  • 2. BADHIRIYA B.Ed TRAINING COLLEGE ICT-Based Lesson Plan Unit-Rational Numbers Topic-Concept About Rational Numbers Submitted By SIMIMOL M (mathematics)
  • 3. INTRODUCTION Many kinds of numbers  Counting Numbers (Natural Numbers) :1,2,3,4,........  Negative Numbers :-1,-2,-3,........  Whole Numbers : 0,1,2,3,............
  • 4. INTEGERS Counting numbers , their negatives and zero Together are called Integers Integers:.......,-3,-2,-1,0,1,2,3,.........
  • 5.  Sum and product of two counting numbers Are again counting numbers E.g. : 1+2=3 , 1x2=2 5+7=12 , 5x7=35  The difference is some times counting numbers , sometimes negative of counting numbers or zero 3-2=1 , 3-7=-4 , 6-6=0
  • 6.  The sum , difference and product of two integers are integers. 0+1=1 , 1+2=3 , 0-1=-1 , 2-(-1)=-1 0x1=0 , 1x2=2 . All are integers  When an integer is divided by another integer the quotient need not be an integer always , some times we get fractions. 10/2=5 , 9/2=4 ½.
  • 7. RATIONAL NUMBERS Integers and fractions (positive or negative)are collectively called Rational numbers.
  • 8. Review  What is Rational numbers? Integers and fractions are collectively called Rational numbers.  Write examples for rational numbers? ½, 3, -3/2.
  • 9. ASSIGNMENT  Prove that the sum , difference , product and division of rational numbers are again rational numbers?
  • 10. END