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By Nearpeer Intermediate Department
Enrollments : 7,243 Students0%
Rs. 4500
This course includes
Videos : 256
Quizzes : 16
Notes : 72
1. How to get Notes & Guess Papers
01. Introduction of Number System
02. Ch#1 ( Example 2)
03. Example 3
04. Properties of Real Numbers
05. Properties of Equality
06. Properties of Inequality
07. Example 4 (Part I)
08. Example 4 (Part II)
09. Example 5 (Part I)
10. Examples 5 (Part II)
11. Exercise 1.1 (Q # 1)
12. Exercise 1.1 (Q # 2 to 4)
13. Exercise 1.1 (Q # 6)
14. Complex Numbers
15. Properties of Complex Number
16 Exercise 1.2 (Q # 1 to 6)
17. Exercise 1.2 (Q# 13 to 16)
18. Impotant Theorems of Complex Number
19. Impotant Theorems of Complex Number (Part 2)
20. Polar Form of Complex Number and Example
21. Exercise 1.3 (Q#1 to 4)
22. Exercise 1.3 (Q # 5 to 7)
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01. Introduction of Set Theory
02. Methods of Describing a Set
03. Types of Sets
04. Types of Subset
05. Ex#2.1 Q(1,3)
06. Ex#2.1 Q(4,7)
07. Ex#2.1 Q(8,10)
08. Operation on Sets
09. Ex#2.2 Q(1,3)
10. Ex#2.2 Q(4,6)
11. Proof of Dmorgans Law
12. Proof of Distributive Properties
13. Ex# 2.3 Q(1 to 3)
14. Ex# 2.3 Q(4 to 6)
15. Ex # 2.3 Q(7 to 9)
16. Inductive and Deductive Logic (Part 1)
17. Inductive and Deductive Logic (Part 2)
18. Inductive and Deductive Logic (Part 3)
19. Ex # 2.4
20. Ex # 2.5 Q (1)
22. Relation
23. Functions and its Type
24. Ex # 2.6
25. Binary Operations
26. Ex # 2.7 Q (2)
27. Ex#2.7 Q (3,4)
28. Group and Abilian Group
29. Ex#2.8 Q (1 to 4)
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01. Introduction of Matrices
02. Types of Matrices
03. Ex 3.1 (Q No 1 to 8)
04. Ex 3.1 (Q No 10 to 14)
05. Ex 3.2 (Q No 1 to 3)
06. Ex 3.2 (Q No 6 to 9)
07. Determinants
08. Properties of Determinants
09. Ex 3.3 (Q No 1 to 3)
10. Ex 3.3 (Q No 4 to 6)
11. Ex 3.3 (Q No 9 to 11)
12. Ex 3.3 (Q No 12 to 16)
13. Elementary Row Operations
14. Example of Elementary Row Operation
15. Advanced Types of Matrices (Part 1)
16. Advanced Types of Matrices (Part 2)
17. Ex 3.5 (Q No 1)
18. Ex 3.5 (Q No 4)
19. Ex 3.5 (Q No 5)
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1. Introduction of Quadratic equation
2. Proof of Quadratic Formula
3. Exercise4.1 Q # 19 & 20
4. Ex#4.2 Q # 1 to 5
5. Ex # 4.2 Q#6 to 11
6. Ex# 4.2 Q#12 to 17
7. Ex # 4.2 Q # 18 to 20
8. Ex # 4.2 Q # 21 to 24
9. Ex# 4.3 Q # 1
10. Ex#4.3 Q # 3
11. Ex#4.3 Q#6
12. Ex#4.3 Q # 7
13. Ex#4.3 Q#12
14. Proof of Cube Roots of Unity
15. Properties of Cube Roots of Unity
16. Fourth Roots of Unity
17. Ex# 4.4 Q#1 to 5
18. Ex # 4.4 Q#6 to 8
19. Relation between roots and Co efficient
20. EX # 4.5 Q no 12 and 15
21. Ex # 4.6 Q 1 and 2
22. Ex no 4.6 no 6
23.Formation of Quadratic Equation
24. Nature of Roots
25. Ex# 4.7 Q no 1 to 3
26. Ex # 4.7 Q no 5 to 8
27. Ex # 4.8 Case 1 and 2
28. Ex No 4.9 Case 3 (Q 1 to 4)
29. Ex #4.9 Case 4 (Q 5 to 9)
30. EX # 4.9 Case 5 (Q no 10)
31. EX # 4.10 Q 1 to 11
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01. Introduction of Partial Fraction
02. Ex 5.1 Linear Non Repeated Case
03. Ex 5.2 Linear Repeated Case
04. Ex 5.3 Quadratic Non Repeated Case 01
05. Ex 5.3 Quadratic Non Repeated Case 02
06. Ex 5.4 Quadratic Repeated Case
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01. Ex No 6.1
02. Ex no 6.2 Q no 1 to 5
03. Ex No 6.2 Q no 6 to 10
04. Ex No 6.2 Q no 11 to 14
05. Ex No 6.3 Q no 1 to 3
06. Ex no 6.3 Q no 7 and 8
07. Ex#6.4 Derivation of Formula
08.Ex#6.4 Q 1 to 4
09. Ex#6.4 Q no 7 to 9
11. Ex#6.5 Q.1
12. Ex#6.5 Q no .6
13. Ex#6.5 Q 9 to 10
14. Ex 6.6 Q no 1 to 5
15. Ex no 6.6 Q no 6 to 10
16. Ex 6.6 Q no 11 and 12
17. Ex 6.6 Q no 14
18. Ex No 6.7 Q no 1 to 3
19. Ex No 6.7 Q no 5 to 8
20. Ex 6.8 Q no 1 and 2
21. Ex No 6.8 Q no 3 to 6
22. Ex No 6.8 Q no 7 to 11
23. Ex no 6.8 Q no 12 to 14
24. Ex no 6.9 Q no 1 and 2
25. EX #6.9 Q 3 to 4
26. Ex #6.9 Q 5
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27. Ex no 6.10 Q no 1 to 4
28. Ex no 6.10 Q no 5 to 12
29. Ex No 6.10 Q no 14 to 18
30. Ex NO 6.11
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01. Ex # 7.1
02. Ex # 7.2 (Q # 1 to 3)
03. Ex # 7.2 (Q # 5 to 8)
04. Ex # 7.2 (Q # 10 to 14)
05. Ex # 7.3 (Q # 1 to 4)
06. EX # 7.3 (Q # 5)
07. Ex # 7.3 (Q # 6 to 8)
08. Ex # 7.3 (Q # 9 to 12)
09. Ex # 7.4 (Q # 1 to 4)
10. Ex # 7.4 (Q # 5 to 7)
11. Ex # 7.4 (Q # 8 to 10)
12. Ex # 7.5 (Q # 1 to 4)
13. EX # 7.5 (Q # 5 to 7)
14. Ex # 7.5 (Q # 8 to 10)
15. Ex # 7.7 (Q # 1 to 3)
16. Ex # 7.7 (Q # 4 to 6)
17. Ex # 7.7 (Q # 8)
18. EX # 7.8 (Q # 1 to 3)
19. Ex # 7.8 (Q # 5 to 7)
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20. Ex # 7.8 (Q # 9 & 10)
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01. Ex No 8.1 (Q #1 to 4)
02. Ex No 8.1 (Q # 5 to 9)
03. Ex No 8.1 (Q # 10 to 13)
04. Ex No 8.1 (Q # 14 to 15)
05. Ex No 8.1 (Q # 16 to 20)
06. Ex No 8.1 (Q # 21 to 26)
07. Ex No (8.1 Q # 27)
08. Ex No 8.1 (Q # 29 to 32)
09. Ex No 8.1 (Q # 35)
10. Ex No 8.1 (Q # 38)
11. Proof of Binominal Theorem
12. Ex No 8.2 (Q # 1 to 5)
13. Ex No 8.2 (Q # 6 to 10)
14. Ex No 8.2 (Q # 12 to14)
15. Ex No 8.3 (Q # 1 to 2)
16. Ex No 8.3 (Q # 3 & 4)
17. Ex No 8.3 (Q # 6 to 8)
18. Ex No 8.3 (Q # 9 to 13)
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1. Introduction to trigonometry
2. Angle degree & Radians
3. Conversion from Degree to Radian & Radian to Degree
4. l= r(theta)proof related questions of Ex No 9.1 to 9.8
5. Ex 9.1 (Q 9,10 and 11)
6. Ex 9.1 Q 12, 13 and 14 (2)
7. Ex 9.1 Q 15, 16 and 17
8. Trignometric Functions
9. Signs of Trignometric Functions
10. Proof of Trignometric Identities
11. Ex 9.2 Q 1 ,2 and 3
12. Ex 9.2 Q 4 and 5
13. Ex 9.2 Q No 6 and 8
14. Values of trignometric functions of 30 degree 45 degree and 60 degree
15. Ex 9.3 Q 1 ,2 and 3
16. Ex 9.3 Q 4,5 and 6
17. Ex 9.4 ( Q 13, 14, 15 and 16)
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18. Ex 9.4 question no 17 to 20
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01. Proof Of Distance Formula
02. Fundamental Law Of Trignometry
03. Properties of Trignometry Identities
04. Proof Of Trignometry Identities
5. Proof of Trigonometric identies (Part 2)
6. Exercise 10.1 Q no 1 &2
07. Ex No 10.1 Q no 3 to 5
08. Ex No 10.2 Q no 1 to 5
09. Ex no 10.2 Q no 6 to 9
10. Ex no 10.2 Q no 10 and 11
11. Ex No 10.2 Q no 12 to 14
12. Proof Of Double Angles identities
13. Proof Of Half Angles Identities
14. Proof of triple Angle Identities
15. Ex No 10.3 Q no 1 to 5
16. Ex No 10.3 Q No 6 to 10
17. Ex No 10.3 Q no 11 1to 14
18. Proof Of Sum to Product Formulas
19. Ex10.4 Q 1to 3
20. Ex10.4 Q 4, 5
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01. Proof Of Period of Trignometric Functioncs
02. Ex no 11.1 Q no 1 to 15
03. Ex no 11.2 Graph of Sine and Cosine Functions
04. Ex No 11.2 Graph of Tangent and Cotangent Functions
05. Ex no 11.2 Graph of Secant and Cosecant
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01. Ex No 12.2
02. Ex No 12.3 Q no 1 to 6
03. Ex No 12.3 Q no 7 to 10
04. Ex No 12.3 Q No 11
05. Ex No 12.3 Q No 13 to 15
06.Proof of Law of Cosines
07. Proof of Law of Sines
08.Proof Law of Tangents
09. Proof of Sine of Half angles
10. Proof of cosine of Half angles
11. Proof of Tangent of Half angles
12. Exercise 12.4
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13. Ex No 12.5 Q no 1 to 5
14. Ex no 12.5 Q no 6 to 10
15. Ex No 12.6 Q no 1 to 6
16. Ex No 12.6 Q no 8 to 10
17. Proof of Area of Triangle (Case 1)
18. Proof of Area of Triangle (Case 2)
19. Proof of Area of Triangle (Case 3)
20. Ex 12.7
21. Ex 6.6 Q no 14
22. Prove of cirum Radius 2
23. Proof Of ex radius
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24. Ex No 12.8 Q no 1 to 5
25. Ex No 12.8 Q no 7 to 9
21. Defination and Proof of Circum Radius
27. Ex No 12.8 Q no 10 to 12
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01. Ex # 13.1 Q # 1
02. Ex No 13.1 Q no 3
03. Ex No 13.2 Q # 2
04. Ex No 13.2( Formulas for 13.2)
05. Ex No 13.2 (Formulas)
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06. Ex 13.2 Q # 1
07. Ex No 13.2 Q # (3 to 6)
08. Ex No 13.2 Q # (9 to 15)
09. Ex No 13.2 Q # (19 & 20)
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01. Ex no 14 Q no 1 to 3
02. Ex no 14 Q no 9 to 12
03. Ex no14 Q no 18 to 20
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Videos : 256Quizzes : 16Notes : 72Why choose this course
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I, Shehzad Yousaf, have been teaching in this field for 26 years and heading the department of mathematics at a leading institution. In addition to that. I have been setting papers at the Lahore Board of Intermediate and Secondary Education (BISE) and the University of Engineering and Technology (UET), Lahore. In this course, we will work and strategize around learning from our mistakes rather than aiming for perfection in one go. We will learn those tactics that will help you solve tricky questions of mathematics with and without a calculator. In short, whether it is the complexity of algebra or the intricacy of the binomial theorem, my videos will make it all trouble-free and simple
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