STD IX - ALGEBRA - (Hybrid) - Student's Favourite Academy

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STD IX – ALGEBRA – (Hybrid)

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Categories Archimedes, I.C.S.E, Mathematics, Std IX - Hybrid

About Course

In This Section we will learn the following chapters: 1.EXPANSIONS 2.FACTORIZATION 3.SIMULTANEOUS LINEAR EQUATION 4.INDICES 5.LOGARITHMS

Course Curriculum

EXPANSIONS – IDENTITIES

[PHYSICAL] [VANASHREE] EXPANSIONS – (IDENTITES) – PROBLEMS BASED ON (x + a)(x – b)

01:08
[PHYSICAL] [VANASHREE] EXPANSIONS – (IDENTITES) – PROBLEMS BASED ON (x – a)(x – b)

02:45
[PHYSICAL] [VANASHREE] – (IDENTITES) – PROBLEMS BASED ON (x + a)(x + b)

13:20
[PHYSICAL] [VANASHREE] – (IDENTITES) – PROBLEMS BASED ON (x – a)(x + b)

06:51
[PHYSICAL] [VANASHREE] – (IDENTITIES) -PROBLEMS BASED ON (a2 – b2) = (a+b)(a-b)

06:58
[PHYSICAL] [RHEA] EXPANSION – PROBLEMS BASED ON DIFFERENCE OF SQUARES PART 2

19:39
[PHYSICAL] [RHEA] EXPANSION – PROBLEMS BASED ON DIFFERENCE OF SQUARES PART 1

17:01
[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a + b) the whole squared

12:13
[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a – b) the whole squared

04:02
[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a + b + c) the whole squared

08:43
[PHYSICAL] [VANASHREE] PROBLEMS BASED ON IDENTITY – FINDING THE VALUE OF a ± b

16:37
[PHYSICAL] [VANASHREE] EXPANSION – PROBLEM BASED ON IDENTITY (a + b) (a – b) = a² – b²

09:13
[PHYSICAL] [VANASHREE] EXPANSION – PROBLEM BASED ON IDENTITY (x+ a) x (x – a)

15:10
[PHYSICAL] [VANASHREE] EXPANSIONS- INVERSE PROBLEMS – NUMERICALS WHERE (a + b) and (a – b) VALUES ARE GIVEN

08:45
[PHYSICAL] [VANASHREE] EXPANSIONS -INVERSE PROBLEMS – NUMERICALS WHERE (a + b) OR (a – b) OR ab VALUES ARE GIVEN

21:40
[PHYSICAL] [VANASHREE] EXPANSIONS- INVERSE PROBLEMS – NUMERICALS ON IDENTITES BASED ON x + 1/x

16:00
[PHYSICAL] [VANASHREE] EXPANSIONS – INVERSE PROBLEMS – NUMERICALS WHERE DECIMAL NUMBERS ARE INVOLVED

12:36
[PHYSICAL] [VANASHREE] EXPANSION OF (a ± b)³- PROBLEM IF ab AND (a ± b) VALUE ARE GIVEN

08:20
[PHYSICAL] [VANASHREE] EXPANSION – EXPANSION OF (a + b)³

16:25
[PHYSICAL] [VANASHREE] EXPANSION – PROVE THAT (a² +b² + c² ) (a + b + c – ab – bc – ac)

04:14
[PHYSICAL] [VANASHREE] EXPANSION – SPECIAL CASE IF x³ + y³ + z³ = 0

11:51
[PHYSICAL] [VANASHREE] EXPANSION – IF x + 1/x VALUE IS GIVEN , FIND x³ + 1 / x³

02:57
[PHYSICAL] [VANASHREE] EXPANSION – IF (a – 1/a) VALUE IS GIVEN, FIND a +1/a & a³ + 1/a³

18:13
[PHYSICAL] [VANASHREE] EXPANSION – NUMERICALS ON DIFFERENCE OF CUBES

13:21
[PHYSICAL] [RHEA] IDENTITIES – COMPLEX NUMERICALS BASED ON IDENTITIES

13:12
QUIZ – 16042022 – EXERCISE A – PROBLEMS BASED ON IDENTITES: SQUARES OF (a + b) ; (a – b) ; (a + b + c)
QUIZ – EXERCISE B – 03052022 – EXPANSION INVERSE PROBLEMS AND IDENTITIES BASED ON x + 1/x
QUIZ – EXERCISE C – PROBLEMS BASED ON (a ± b)³ AND SOME OTHER COMPLEX PROBLEMS

FACTORIZATION -TAKING OUT COMMON, GROUPING AND TAKING OUT COMMON

[PHYSICAL] [VANASHREE] – FACTORIZATION – INTRODUCTION VIDEO – IDENTITIES

06:29
[PHYSICAL] [RHEA] FACTORIZATION – INTRODUCTION TO FACTORIZATION

09:45
[PHYSICAL] [VANASHREE] FACTORIZATION – – TAKING OUT COMMON FACTORS

17:15
[PHYSICAL] [VANASHREE] FACTORIZATION – GROUPING TAKING OUT COMMON FACTOR

14:57
[PHYSICAL] [VANASHREE] FACTORIZATION – GROUPING AND TAKING OUT COMMON FACTORS

06:55
[PHYSICAL] [VANASHREE] FACTORIZATION – SUM AND DIFFERENCE OF SQUARES

12:14
[PHYSICAL] [VANASHREE] FACTORIZATION – TAKING OUT COMMON AND REARRANGEMENT

11:27
[PHYSICAL] [VANASHREE] FACTORIZATION – SPLITTING THE MIDDLE TERM

14:24
[PHYSICAL] [RHEA] FACTORIZATION – SPLITTING THE MIDDLE TERM

14:38
[PHYSICAL] [VANASHREE] FACTORIZATION -FINDING THE VALUE – WHEN DECIMALS ARE INVOLVED

01:32
[PHYSICAL] [VANASHREE] FACTORIZATION – FINDING THE VALUE -WHEN ROOTS ARE INVOLVED

05:41
[PHYSICAL] [VANASHREE] FACTORIZATION – FINDING SQUARES OF NUMBERS BY FACTORIZATION

01:54
[PHYSICAL] [RHEA] FACTORIZATION- DIFFERENCE OF SQUARES

18:03
[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES I

08:44
[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES II

08:52
[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES III

03:21
[PHYSICAL] [VANASHREE] FACTORIZATION – SUMS AND DIFFERENCE OF CUBES

10:53
[PHYSICAL] [RHEA] FACTORIZATION – NUMERICALS BASED ON DIFFERENCE AND SUM OF CUBES

16:51
[PHYSICAL] [RHEA] FACTORIZATION – HOTS NUMERICALS I

19:53
[PHYSICAL] [RHEA] FACTORIZATION – HOTS NUMERICALS – II

05:30
[PHYSICAL] [RHEA] FACTORIZATION – SUBSTITUTION AND SPLITTING THE MIDDLE TERM

21:14
[PHYSICAL] [RHEA] FACTORIZATION – SUBSTITUTION OF TERM

17:51

SIMULTANEOUS LINEAR EQUATIONS

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – INTRODUCTION TO SUBSTITUTUION METHOD

08:44
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATIONS – NUMERICALS BASED ON SUBSTITUTION METHOD

20:32
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – ELIMINATION METHOD

15:10
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEM TRICK

21:27
[PHYSICAL] [GURSIMRAN] SLE – CROSS MULTIPLICATION OF COEFFICIENTS – PROBLEMS WITH VARIABLE IN THE DENOMINATOR

14:04
[PHYSICAL] [GURSIMRAN] SLE – CROSS MULTIPLICATION OF COEFFICIENTS – CROSS MULTIPLICATION OF CO EFFICIENTS

12:30
[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – DECIMAL BASED NUMERICALS

16:49
[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – COMPLEX PROBLEMS AND VARIABLE BASED SUMS

15:05
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS ON AGE, PERCENTAGE AND NUMBER OF ITEMS

18:27
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS AGE AND GEOMETRIC FIGURES

10:49
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS BASED ON TWO DIGIT NUMBER

21:11
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS ON AGE

08:59
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS 3

12:47
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS 4

05:13
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS

18:09
[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – NUMERICAL ON AGE FRACTION AND NUMBER PART- I

17:27
[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – NUMERICAL ON AGE FRACTION AND NUMBER PART – II

05:31
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS

18:09
[PHYSICAL] [JESISHA] SUBSTITUTION BASED PROBLEMS IN ELIMINATION- I

22:55
[PHYSICAL] [JESISHA] SUBSTITUTION BASED PROBLEMS IN ELIMINATION – II

17:29
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – ALL METHODS

22:59
[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS -SUBSTITUTION BASED ELIMINATION SUMS

08:56

INDICES – PROBLEM BASED ON INDICES

[PHYSICAL] [GURSIMRAN] INDICES – IMPORTANT BASE ON LAWS OF INDICES

08:29
[PHYSICAL] [GURSIMRAN] INDICES IMPORTANT PROOF BASED PROBLEMS BASED ON INDICES

04:15
[PHYSICAL] [GURSIMRAN] INDICES – LAWS OF INDICES

06:58
[PHYSICAL] [GURSIMRAN] INDICES – REPRESENTING IN EXPONENTIAL FORM

02:24
[PHYSICAL] [GURSIMRAN] INDICES – – SIMPLE PROBLEM BASED ON LAWS OF INDICES

09:16
[PHYSICAL] [GURSIMRAN] INDICES – PROBLEM BASED ON FINDING THE VALUE OF UNKNOWN VARIABLE

42:22
[PHYSICAL] [RHEA] INDICES – INTRODUCTION TO INDICES AND LAWS

18:22
[PHYSICAL] [RHEA] INDICES – PROBLEMS ON EXPONENTS PART – A

14:34
[PHYSICAL] [RHEA] INDICES – PROBLEMS BASED ON EXPONENTS PART – I

12:53
[PHYSICAL] [RHEA] – HOTS BASED ON ALPHANUMERICAL NUMBERS

19:14
QUIZ – 18042022 – EXERCISE – A – PROBLEM BASED ON INDICES

LOGARITHMS

[PHYSICAL] [GURSIMRAN] LOGARITHMS – BASICS OF LOGARITHMS

16:34
[PHYSICAL] [GURSIMRAN] LOGARITHM – SUMS PART 1

22:07
[PHYSICAL] [GURSIMRAN] LOGARITHM – SUMS PART 2

09:53
[PHYSICAL] [GURSIMRAN] LOGARITHM – SUMS PART 3

33:21
[PHYSICAL] [RHEA] LOGARITHM – HOTS PROBLEMS PART – I

12:43
[PHYSICAL] [RHEA] LOGARITHM – HOTS PROBLEMS PART – II

12:11
[PHYSICAL] [RHEA] LOGARITHM – EXPONENTIAL AND LOGARITHMIC FORM NUMERICALS PART – I

12:32
[PHYSICAL] [RHEA] LOGARITHM – EXPONENTIAL AND LOGARITHMIC FORM – NUMERICALS PART – II

10:44
[PHYSICAL] [RHEA] LOGARITHM – EXPONENTIAL AND LOGARITHMIC FORM

07:20
[PHYSICAL] [RHEA] LOGARITHM – INTRODUCTION TO LOGARITHMIC AND EXPONENTIAL FORM

23:23
[PHYSICAL] [RHEA] LOGARITHM – LAWS OF LOGARITHM NUMERICALS – PART – I

09:46
[PHYSICAL] [RHEA] LOGARITHM – NUMERICALS BASED ON LOGARITHMIC AND EXPONENTIAL FORM – PART – I

12:53
[PHYSICAL] [RHEA] LOGARITHM – NUMERICALS BASED ON LOGARITHMIC AND EXPONENTIAL FORM – PART – II

15:00

FACTORIZATION VIDEOS – 2024

EXPANSIONS – APRIL – 2024

ADDITIONAL MATERIAL

EXPANSIONS – CORE CONCEPT – RECAP OF ALL IDENTITIES

06:29
EXPANSION – CORE CONCEPT – IDENTITIES TO REMEMBER AND EXAMPLES

47:10
ALGEBRA – EXPANSIONS – SUPPORT MATERIAL – IDENTITIES

02:52
EXPANSION – CORE CONCEPT – NUMERICALS BASED ON FINDING CUBES

30:00
FACTORIZATION – CORE CONCEPT – TAKING OUT COMMON FACTORS

06:59
FACTORIZATION – CORE CONCEPT – GROUPING AND TAKING OUT COMMON

12:46
[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – WHAT ARE LINEAR EQUATIONS

04:44
[PHYSICAL] [KHUSHBOO] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – NOTATION OF LINEAR EQUATION

01:42
[PHYSICAL] [KHUSHBOO] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – SUBSTITUTION METHOD

04:41
[PHYSICAL] [KHUSHBOO] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – ELIMINATION BY EQUATING CO EFFICIENT

04:31
[PHYSICAL] [KHUSHBOO] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – METHOD OF CROSS MULTIPLICATION

06:01
[PHYSICAL] [KHUSHBOO] SIMULTANEOUS LINEAR EQUATIONS – CORE CONCEPT – SOLVING FOR MORE THAN 1 VARIABLE PUZZLE

06:02
[PHYSICAL] [GURSIMRAN] INDICES – CORE CONCEPT – EXPONENTIAL FORM

02:38
[PHYSICAL] [GURSIMRAN] INDICES – CORE CONCEPT – LAWS OF INDICES

08:11
[PHYSICAL] [GURSIMRAN] INDICES – SUPPORT MATERIAL – NEGATIVE EXPONENTS

00:33
[PHYSICAL] [GURSIMRAN] LOGARITHM – SUPPORT MATERIAL – TYPES OF LOGARITHM

05:00
[PHYSICAL] [GURSIMRAN] LOGARITHM – SUPPORT MATERIAL – LOGARITHM VS EXPONENTIAL FORM

06:00

ASSIGNMENT AND ASSIGNMENT DISCUSSION VIDEOS

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Intermediate
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Last Updated

October 3, 2024

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STD IX – ALGEBRA – (Hybrid)

About Course

Course Curriculum

EXPANSIONS – IDENTITIES

[PHYSICAL] [VANASHREE] EXPANSIONS – (IDENTITES) – PROBLEMS BASED ON (x + a)(x – b)

[PHYSICAL] [VANASHREE] EXPANSIONS – (IDENTITES) – PROBLEMS BASED ON (x – a)(x – b)

[PHYSICAL] [VANASHREE] – (IDENTITES) – PROBLEMS BASED ON (x + a)(x + b)

[PHYSICAL] [VANASHREE] – (IDENTITES) – PROBLEMS BASED ON (x – a)(x + b)

[PHYSICAL] [VANASHREE] – (IDENTITIES) -PROBLEMS BASED ON (a2 – b2) = (a+b)(a-b)

[PHYSICAL] [RHEA] EXPANSION – PROBLEMS BASED ON DIFFERENCE OF SQUARES PART 2

[PHYSICAL] [RHEA] EXPANSION – PROBLEMS BASED ON DIFFERENCE OF SQUARES PART 1

[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a + b) the whole squared

[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a – b) the whole squared

[PHYSICAL] [VANASHREE] EXPANSIONS BASED ON FORMULAE – EXPANSION USING FORMULA (a + b + c) the whole squared

[PHYSICAL] [VANASHREE] PROBLEMS BASED ON IDENTITY – FINDING THE VALUE OF a ± b

[PHYSICAL] [VANASHREE] EXPANSION – PROBLEM BASED ON IDENTITY (a + b) (a – b) = a² – b²

[PHYSICAL] [VANASHREE] EXPANSION – PROBLEM BASED ON IDENTITY (x+ a) x (x – a)

[PHYSICAL] [VANASHREE] EXPANSIONS- INVERSE PROBLEMS – NUMERICALS WHERE (a + b) and (a – b) VALUES ARE GIVEN

[PHYSICAL] [VANASHREE] EXPANSIONS -INVERSE PROBLEMS – NUMERICALS WHERE (a + b) OR (a – b) OR ab VALUES ARE GIVEN

[PHYSICAL] [VANASHREE] EXPANSIONS- INVERSE PROBLEMS – NUMERICALS ON IDENTITES BASED ON x + 1/x

[PHYSICAL] [VANASHREE] EXPANSIONS – INVERSE PROBLEMS – NUMERICALS WHERE DECIMAL NUMBERS ARE INVOLVED

[PHYSICAL] [VANASHREE] EXPANSION OF (a ± b)³- PROBLEM IF ab AND (a ± b) VALUE ARE GIVEN

[PHYSICAL] [VANASHREE] EXPANSION – EXPANSION OF (a + b)³

[PHYSICAL] [VANASHREE] EXPANSION – PROVE THAT (a² +b² + c² ) (a + b + c – ab – bc – ac)

[PHYSICAL] [VANASHREE] EXPANSION – SPECIAL CASE IF x³ + y³ + z³ = 0

[PHYSICAL] [VANASHREE] EXPANSION – IF x + 1/x VALUE IS GIVEN , FIND x³ + 1 / x³

[PHYSICAL] [VANASHREE] EXPANSION – IF (a – 1/a) VALUE IS GIVEN, FIND a +1/a & a³ + 1/a³

[PHYSICAL] [VANASHREE] EXPANSION – NUMERICALS ON DIFFERENCE OF CUBES

[PHYSICAL] [RHEA] IDENTITIES – COMPLEX NUMERICALS BASED ON IDENTITIES

QUIZ – 16042022 – EXERCISE A – PROBLEMS BASED ON IDENTITES: SQUARES OF (a + b) ; (a – b) ; (a + b + c)

QUIZ – EXERCISE B – 03052022 – EXPANSION INVERSE PROBLEMS AND IDENTITIES BASED ON x + 1/x

QUIZ – EXERCISE C – PROBLEMS BASED ON (a ± b)³ AND SOME OTHER COMPLEX PROBLEMS

FACTORIZATION -TAKING OUT COMMON, GROUPING AND TAKING OUT COMMON

[PHYSICAL] [VANASHREE] – FACTORIZATION – INTRODUCTION VIDEO – IDENTITIES

[PHYSICAL] [RHEA] FACTORIZATION – INTRODUCTION TO FACTORIZATION

[PHYSICAL] [VANASHREE] FACTORIZATION – – TAKING OUT COMMON FACTORS

[PHYSICAL] [VANASHREE] FACTORIZATION – GROUPING TAKING OUT COMMON FACTOR

[PHYSICAL] [VANASHREE] FACTORIZATION – GROUPING AND TAKING OUT COMMON FACTORS

[PHYSICAL] [VANASHREE] FACTORIZATION – SUM AND DIFFERENCE OF SQUARES

[PHYSICAL] [VANASHREE] FACTORIZATION – TAKING OUT COMMON AND REARRANGEMENT

[PHYSICAL] [VANASHREE] FACTORIZATION – SPLITTING THE MIDDLE TERM

[PHYSICAL] [RHEA] FACTORIZATION – SPLITTING THE MIDDLE TERM

[PHYSICAL] [VANASHREE] FACTORIZATION -FINDING THE VALUE – WHEN DECIMALS ARE INVOLVED

[PHYSICAL] [VANASHREE] FACTORIZATION – FINDING THE VALUE -WHEN ROOTS ARE INVOLVED

[PHYSICAL] [VANASHREE] FACTORIZATION – FINDING SQUARES OF NUMBERS BY FACTORIZATION

[PHYSICAL] [RHEA] FACTORIZATION- DIFFERENCE OF SQUARES

[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES I

[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES II

[PHYSICAL] [VANASHREE] FACTORIZATION – SIMPLE APPLICATIONS OF SUM OF CUBES III

[PHYSICAL] [VANASHREE] FACTORIZATION – SUMS AND DIFFERENCE OF CUBES

[PHYSICAL] [RHEA] FACTORIZATION – NUMERICALS BASED ON DIFFERENCE AND SUM OF CUBES

[PHYSICAL] [RHEA] FACTORIZATION – HOTS NUMERICALS I

[PHYSICAL] [RHEA] FACTORIZATION – HOTS NUMERICALS – II

[PHYSICAL] [RHEA] FACTORIZATION – SUBSTITUTION AND SPLITTING THE MIDDLE TERM

[PHYSICAL] [RHEA] FACTORIZATION – SUBSTITUTION OF TERM

SIMULTANEOUS LINEAR EQUATIONS

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – INTRODUCTION TO SUBSTITUTUION METHOD

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATIONS – NUMERICALS BASED ON SUBSTITUTION METHOD

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – ELIMINATION METHOD

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEM TRICK

[PHYSICAL] [GURSIMRAN] SLE – CROSS MULTIPLICATION OF COEFFICIENTS – PROBLEMS WITH VARIABLE IN THE DENOMINATOR

[PHYSICAL] [GURSIMRAN] SLE – CROSS MULTIPLICATION OF COEFFICIENTS – CROSS MULTIPLICATION OF CO EFFICIENTS

[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – DECIMAL BASED NUMERICALS

[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – COMPLEX PROBLEMS AND VARIABLE BASED SUMS

[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS ON AGE, PERCENTAGE AND NUMBER OF ITEMS

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS AGE AND GEOMETRIC FIGURES

[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS BASED ON TWO DIGIT NUMBER

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS ON AGE

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS 3

[PHYSICAL] [GURSIMRAN] SIMULTANEOUS LINEAR EQUATION – WORD PROBLEMS 4

[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS

[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – NUMERICAL ON AGE FRACTION AND NUMBER PART- I

[PHYSICAL] [RHEA] SIMULTANEOUS LINEAR EQUATION – NUMERICAL ON AGE FRACTION AND NUMBER PART – II

[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – WORD PROBLEMS

[PHYSICAL] [JESISHA] SUBSTITUTION BASED PROBLEMS IN ELIMINATION- I

[PHYSICAL] [JESISHA] SUBSTITUTION BASED PROBLEMS IN ELIMINATION – II

[PHYSICAL] [JESISHA] SIMULTANEOUS LINEAR EQUATIONS – ALL METHODS