1 | Introduction of number system, Natural numbers | |
2 | Whole Numbers | |
3 | Integers | |
4 | Fraction | |
5 | Rational Numbers | |
6 | Irrational Numbers | |
7 | Real numbers | |
8 | Represent 5/3 and -5/3 on number line | |
9 | Write Rational Number Between any two rational Numbers“Find two rational numbers between 3 and 4 by mean method.” “Write eight rational numbers between” 5/12 and 7/12 | |
10 | Decimal Representation of Rational Numbers | |
11 | “Express the given terminating decimalsor recurring in” the form” ” p/q “where p and q are ” integers and q ≠0. | |
12 | Find square root by the division method1089; 67081 ; 100861849 ; 90.25 ,12544; 234.7024 | |
13 | How to Find Square Root of 2 up to 3 decimals | |
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15 | How to Find Square Root of 5 up to 3 decimals | |
16 | How to Find Square Root of 10 up to 3 decimals | |
17 | Construction Square Root Spiral Class IX | |
18 | represent √2, √3 , √5 on number line | |
19 | Visualise 3.5888 on the Number Line Successive Magnification Method | |
20 | Surds and Types of Surds | |
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21 | convert Pure surd into mixed surd | |
22 | Identities of Radicals | |
23 | Write Irrational Numbers between 2 and 3 | |
24 | “Rationalising the Denominator” 1/√2 , 1/( √27); 2/(3√5) , 1/(4+ √5);1/(7+4√3)+1/(2+ √5) | |
25 | Fundamental Operation on surdsaddition subtraction, multiplication, divisionExtra syllabus (order is different how to multiply and divide) | |
26 | if x=7+4√3 then find x+ 1/x | |
27 | If a and b are rational numbers . Find a and b values(5+2√3)/(7+4√3) “=” a+b√3 | |
28 | Simplify 4√12-√50-7√48 ;Simplify 4√3–3√12+2√75simplify 5 √3 +2√27+1/√3 | |
29 | Find the square root of 5+2√6 | |
