By Nearpeer

Enrollments : 8,368 Students

**Rs. 2000**

This course includes

- Videos : 178

1. Types of Function (Part 1)

7 min2. Types of Function (Part 2)

10 min3. Domain and Range Ex#1.1 Q#04(i,ii)

15 min4. Contineous&Disc. fn

7 min5. Domain and Range Ex#1.1 Q#04(iii,iv)

9 min6. Composition of Function Ex#1.2 Q#01(i)

9 min7. Inverse of Function EX#1.2 Q#2 (i)

10 min8. Ex#1.2 Q#03( iii, iv ) Examle 3

12 min9. Limit of Important Function(Part 1)

8 min10. Limit of Important Functions (Part 2)

12 min11. Sandwich Theorem

5 min12. Ex#1.3 Q#3(i,ii,ii,iv)

14 min13. Ex#1.3 Q#3(vii,ix) Example 7

11 min14. Ex#1.4 Q#3

9 min15. Ex#1.4 Q#6

8 min

1. Example 02

7 min2. Ex#2.1 Q #01 (vii)

10 min3. Ex#2.1 Q #02

9 min4. Product Rule (Q # 05)

6 min5. Quotient Rule (Q#04)

7 min6. Ex#2.3 (Q#13)

6 min7. Ex#2.3 (Q#17)

5 min8. Ex#2.4 Q#2 (v)

7 min9. Derivative of Sinx & Cos x

13 min10. Ex #2.5 Q #02 (ii) & (iv)

6 min11. Ex#2.5 Q #8

6 min12. Dervative of Inverse Trigonometric Function (Part 02)

6 min13. Dervative of Inverse Trigonometric Function (Part 01)

4 min14. Derivative of Exponential Function (Part 1)

8 min15. Derivative of log Function (Part 1)

11 min16. Ex#2.6 Q#2 (x, Xiii)

7 min17. Derivative of Hyperbolic Function (Sinhx)

4 min18. Derivative of Inverse Hyperbolic Function

9 min19. Ex# 2.7 Q # 08

6 min20. Ex#2.7 Q#2 (i)

10 min21. Ex#2.7 Q#06

7 min22. Higher Derivative Ex#2.7 Q#1(i,iii)

8 min23. Maclaurin Series with Example

12 min24. Increasing and Decreasing Function

10 min25. Relative Extrema

10 min26. Ex#2.9 Q#2 (vii)

14 min27. Ex#2.9 Q#3

11 min28. Critical Point

10 min29. Stationary Point & Turning Point

7 min30. Point of Inflection

14 min31. Ex#2.10 Q #5

7 min32. Ex#2.10 Q #07

12 min

01. Intoduction of Chapter

7 min02. Ex#3.1 (Q#1)

9 min03. Ex#3.1 (Q#02)

6 min04. Ex#3.1 (Q#03)

7 min05. Ex#3.1 (Q#4,5)

7 min06. Ex#3.2 Q#01(ii,ii)

10 min07. Ex#3.2 Q#01(iv, vi)

6 min08. Ex#3.2 Q#01(vii,viii,x)

13 min09. Ex#3.2 Q#02 (i,ii)

10 min10. Ex#3.2 Q#02 (v,vii)

11 min11. Ex#3.2 Q#02 (viii,ix,x)

8 min12. Ex3.2 Q#2 (xi,xii)

7 min13. Ex#3.2 Q#02 (xiii,xiv)

6 min14. Examlpe#5

7 min15. Ex#3.3 Q#01,02

8 min16. Ex#3.3 Q#03,04

5 min17. Ex#3.3 Q#06,07

6 min18. Ex#3.3 Q#08(a)

9 min19. Ex#3.3 Q#08 (b)

10 min20. Ex#3.3 Q#09,10

8 min21. Ex#3.3 Q#11,12

8 min22. Ex#3.3 Q#13,14

10 min23. Ex#3.3 Q#15,16,17

10 min24. Ex#3.3 Q#18,19

8 min25. Ex#3.3 Q#20,21,22

12 min26. Integration by parts Examlp 1,2

12 min27. Integration by parts Examlp 3,4

12 min28. Ex#3.4 Q#01(i,ii,iii)

9 min29. Ex#3.4 Q#01(vii,viii)

8 min30. Ex#3.4 Q#1(viii,ix)

10 min31. Ex#3.4 Q#1(x,xiii)

8 min32. Ex#3.4 Q#1(xv)

13 min33. Ex#3.4 Q#1(xv)

11 min34. Ex#3.4 Q#1(xvii)

7 min35 Ex#3.4 Q#1 (xix,xx,xxi)

14 min36 Ex#3.4 Q#2 (i,ii)

13 min37 Ex#3.4 Q#2 (V)

7 min38. A. Ex#3.4 Q#2 (vii)

10 min39 Exercise 3.4 Q#2 (Viii)

7 min40 Ex#3.4 Q#3

19 min41 Ex#3.4 Q#4 (i)

9 min42 Ex#3.4 Q#4 (ii)

9 min43 Ex#3.4 Q#4 (iii)

13 min44 Ex#3.4 Q#4 (v)

9 min45 Exercise 3.4 Q#5 (i, ii)

9 min46 Exercise 3.4 Q#5 (iii, iv)

6 min47 Exercise 3.4 Q#5 (vi,vii,vii)

8 min48 Exercise 3.4 Q#5 (ix)

10 min49 Exercise 3.4 Q#5 (xi)

6 min50 (a) Ex3.5 Q#1

11 min51 Ex3.5 Q#5

12 min52 Ex3.5 Q#8

10 min53 Ex3.5 Q#13

11 min54 Ex3.5 Q#18

10 min55 Definite Integral and theorms

12 min56 Ex#3.6 Q#1,2,4

11 min57 Ex#3.6 Q#6,7,10

14 min58 Ex#3.6 Q# 11,13 ,15

13 min59 Ex#3.6 Q# 17

12 min60 Ex#3.6 Q# 18

13 min61 Ex#3.6 Q# 19,21

9 min62 Ex#3.6 Q# 22, Example# 4

9 min63 Ex#3.6 Q# 24,25

9 min64 Ex#3.6 Q# 26

6 min65 Ex#3.6 Q# 29

10 min66 Application of Definite Integral Ex#3.7 Q#1,2

10 min67 EX#3.7 Q#4,5,7

13 min68 EX#3.7 Q# 8

13 min69. Ex#3.7 Q #10, 12

10 min70. Ex#3.7 Q #13

15 min71. Differential Equation Ex#3.8 Q#1

13 min72 Ex#3.8 Q#2,3,6

11 min73. Ex#3.8 Q #7,8

10 min74. Ex#3.8 Q #12

6 min75. Ex#3.8 Q #13,18

8 min76. Ex#3.8 Q #19,21

13 min

1. Distance and Ratio Formula

15 min2. Ex#4.1 Q#8,9

12 min3. Translation of axes

7 min4. Rotation of axes

10 min5. Ex#4.2 Q#03

9 min6. Slope or gradient of line

13 min7. Equation of straight line

14 min8. Ex#4.3 Q#9

11 min9. Ex#4.3 Q#15

10 min10. Ex#4.3 Q#23

14 min11. Ex#4.3 Q#26

10 min12. concurrency, angle, Area

11 min13. Ex#4.4 Q#11 (b)

10 min14. Ex#4.4 Q#14

17 min15. Ex#4.5 Q#1

7 min16. Ex#4.5 Q#6

8 min17. Ex#4.5 Q#8

6 min

1. Introduction of Linear Inequility in Daily Life

10 min2. Linear Inequlity

8 min3. Graphing of Linear Inequality

8 min4. Definatios Ch#05

9 min5. Ex#5.2 (Q#01)

12 min6. Ex#5.2 (Q#02)

13 min7. Ex#5.3 (Q#1)

10 min

02 Defination and Equation of Circle

11 min04 General Equation of Circle Ex#6.1 Q#02

16 min06 Ex#6.1 Q#4 (b)

16 min07 Ex#6.1 Q#4 (d)

23 min08 Ex#6.1 Q#7

12 min10 Tangent and Normal to Circle

8 min13 Ex#6.2 Q#03

7 min14 Ex#6.2 Q#4

7 min16 Ex#6.2 Q#06

9 min19 Ex#6.2 Q#08 (iii)

16 min21. Ex# 6.3 Q# 01,02

14 min22. Ex# 6.3 Q#03

10 min

01. Introduction of Vectors

7 min02. Geometric Interpretation of Vector

10 min04. Ex#7.1 (Q# 1 to 3)

8 min07. Ex#7.1 (Q#9 & 11)

10 min12. Vector in Space

10 min15. Ex#7.2 (Q # 04)

7 min20. Ex#7.2 Q#10 (c,d)

6 min23. Analytic Expression of Dot Product

8 min26. Ex#7.3 (Q # 3 & 4)

8 min29. Ex#7.3 (Q # 08)

12 min32. Ex#7.3 Q #11 with Example#9

12 min34. Ex#7.3 Q #12(i) with Example#8(ii)

9 min36. Analytic Expression of Cross Product

16 min39. Ex#7.4 (Q # 02)

10 min42. Ex#7.4 Q # 05 (2)

9 min43. Ex#7.4 Q#6,7,9

11 min47. Ex#7.5 Q#1,3

9 min50. Ex#7.5 (Q#7,9)

8 min52. Ex#7.5 (Q#11,14)

9 min

- Videos : 178

Hi, students! Do you know that mathematics encompasses everything around us? It is a building block of everything we do in our lives from the laptop we use to study on Nearpeer, to the sports we play while taking study breaks and much more. I, Mazhar Fareed, with 15 years of experience, will teach you from simple algebra to trigonometric questions to complex differential equations and integration. I will make sure there is no differentiation between someone who sucks at math and someone who is somewhat pro and loves math. I will teach by taking everyone together. The course entails detailed video lectures in which I will break down all the simple and tricky questions for you and gonna make your life easy and less intimidating. In addition to that, we will use a lot of examples and do a lot of practice to make sure we get the concept 100%. So, are you guys excited to embark on these fun-filled classes? Well, I am! Mazhar Fareed.

Why choose this course

- General Guidance
- Practice Questions
- Access till Exam Day
- Past Papers Solution
- Video Lectures
- 24/7 Support

What you'll learn

- Cover your core topics in great detail to build a solid conceptual foundation.
- Learn effective strategies to tackle your exams with confidence.
- Build a better foundation with in-depth concepts, illustrative examples, and practical questions.
- Navigate the subject with confidence by understanding the essential dos and donts.
- Explore the relevance of past papers and engage in detailed discussions of core topics.

8,368+ students are Recommending this Course

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Nearpeer courses are priced anywhere between 2000 Rs to maximum of 15000 RS. You get acccess to a course till your exam date and all of the relevant material is acessible by paying the course price. There are numerous scholarships and discounts available for deserving students. So, feel free to contact to our couselors for more details.

Yes, Nearpeer courses are offered as complete preparation program and they are sufficient for your preparation. These courses are being offered by the best instructors of the market. These courses are very comprehensive and designed to focus on the exam preparation.

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Nearpeer has been rated the best online education Platfrom in Pakistan. This rating is a result of our hardwork to provide quality education at an extreme low price. We are always pushing ourselves to offer better services to our students.

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If you follow Nearpeer’s recommended study plan, your success is guaranteed. We have seen students improving their scores by whopping 60% only when they followed our recommended plan. We have knowledge and experties in Test Preparations and our plan always work for our students. Our recipe includes: Smart Preparation plan, Hardwork, and focus on Practice.

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