JEE/NEET XI Std

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Course Fee - Rs.20000/- Rs.8000

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SELF STUDY COURSES 2020-2021

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Online video lessons for all topics.Learn any topic, anytime, at your pace.


Course Curriculum

Chapter 1 Vectors
  • 1A Introduction to vectors
  • 1B Representation of Vectors
  • 1C Properties of Vectors
  • 1D Unit Vectors
  • 1E Types of Vector
  • 1F Angle between Vectors
  • 1G Multiplication of Scalar with vector
  • Self Evaluation 1
  • 2A Addition of vectors
  • 2B Parallelogram of vector addition
  • 2C Triangle Law
  • 2D Properties of addition of vectors
  • 2E Numerical Based on addition of vectors
  • 2F Commutative Law and Associative law
  • 2G Subtraction of Vector
  • 2H Vector subtraction does not obey commutative law
  • 3A Components of vector
  • 3B Numerical on components of vectors
  • 3C Numerical on unit vector
  • 3D Expressing a vector in unit vector notation
  • 3E Numerical on expression vector in unit vector
  • 3F 3D Resolving
  • 3G Numerical on Direction Cosine
  • 4A Multiplication of Vector
  • 4B Scalar Product or Dot product
  • 4C Numerical on Dot Product
  • 4D Cross Product
  • 4E Numerical based on cross product
  • 4F Lami's Theorem
Chapter 2 Mathematical Tools
  • Part 1 -Functions
  • PART 2- DEGREE - RADIAN CONVERSION
  • PART 3- TRIGONOMETRIC RATIO
  • PART 4- TRIGONOMETRIC VALUES
  • Part 5- Trigonometric Identities
  • Part 6- Logarithm
  • Part 7- How to find log of number
  • Part 8-How to find Antilog
  • Part 9-Multiplication of two numbers using log
  • Part 10- Division of two number using Log
  • Part 11-How to find Power
  • Part 12- How to find reciprocal using Log
  • Part 13 -Miscellaneous Sums
  • Part 14 -Miscellaneous Sums Using Log
  • Part 15- How to find values of Trignometric ratios
  • Part 16- How to find inverse of trignometric ratios
  • Part 17- How to find slope of straight Line
  • Part 18-Concept of Straight Line
  • Part 19(A) Introduction to Derivatives
  • Part 19 (B) Formulae of Derivative
  • Part 20- Basic Sums of Derivative
  • Part 21- Composite Function
  • Part 22- UV rule
  • Part 23 - Division Rule
  • Part-24 Derivative of Implicit Function
  • Part-25 Double differentiation
  • Part-26 Geometric meaning of derivative
Chapter 3 Kinematics
  • 1A What is Kinematics
  • 1B Position vector
  • 1C Rest and motion
  • 1D Distance and Displacement
  • 1E Numerical on Distance and Displacement
  • 2A Speed
  • 2B Velocity
  • 2C Uniform Motion
  • 2D Numerical on Average Speed
  • 2E Numerical from DC Pandey
  • 2F Extra Numerical on Average Speed and Velocity
  • 2G HC Verma Q.1,2,3,4
  • Self evaluation test 1
  • 3A Acceleration
  • 3B Numerical on Average Acceleration
  • 3C Numerical on instantaneous acceleration
  • 3D Extra Practice on instantaneous acceleration
  • Self Evaluation 2
  • 4A Uniform accelerated motion
  • 4B Numerical based on uniform accelerated motion
  • 4C Brakes wale Sums
  • 4D Distance Covered in nth Second
  • Self Evaluation 3
  • 5A Vertical Motion ( Motion under gravity)
  • 5B Basic Formulae in vertical motion
  • 5C Ball thrown vertically upward from tower
  • 5D Balloon Wale Sums
  • 5E Conceptual sums 1
  • 5F Conceptual sums 2
  • 5G Difference between Distance and Displacement
  • 5H Non uniform accelerated motion
  • Self evaluation 4
  • 6A Graphs in kinematics
  • 6B Numerical based on graph
  • 6C Numerical from HC Verma
  • Self Evaluation 5
  • 6D Numerical on HC Verma ( Q.13 to Q.21)
  • 6E Numerical based on HC Verma ( Q,23 to Q.30)
Chapter 4 Projectile motion
  • 1A Introduction to Projectile motion
  • 1B Terms in Projectile motion
  • 1C How to find velocity and displacement
  • 1D Numerical based on velocity and displacement
  • 1E Time of Flight , Max Height , Horizontal range
  • 1F Concept of horizontal range
  • 2A Numerical based on Projectile Motion ( Set 1)
  • 2B Numerical based on Projectile Motion ( Set 2)
  • 2C Numerical based on Projectile Motion ( Set 3)
  • 2D Numerical on projectile motion ( Set 4 ) Cengage
  • 2E Equation of Trajectory
  • 2F Numerical based on Equation of Trajectory
  • Self Evaluation - 1
  • Self Evaluation - 2
  • 3A Projection from height
  • 3B Numerical from NCERT ( Set 1)
  • 3C Numerical from NCERT ( Set 2)
  • 3D Numerical from Cengage
  • Self Evaluation - 3
  • 4A Projectile Motion on inclined plane
  • 4B Concept of maximum range
  • 4C Numerical based on inclined plane
Kinematics of Circular Motion
  • 1A Distance and Displacement for circular motion
  • 1B Angular displacement
  • 1C Angular velocity and Angular acceleration
  • 1D Synopsis of Circular Motion 1
  • 1E Sums based on circular motion ( NCERT)
  • 1F Sums based on Circular Motion ( Cengage)
Newtons Law of motion
  • 1A What is Inertia?
  • 1B What is Linear Momentum
  • 1C Newton's First and Second Law of Motion
  • 1D Numerical based on Newton's 2nd Law (NCERT)

WHO HAS DESIGNED THE COURSE?

Preetam Patil ( Founder of Prime Shiksha)

Warmly called PPT, Prof. Preetam Patil is reputed for his knowledge and teaching methodologies. He has earned his stripes by giving a fresh perspective to a complex subject like Physics and making it easy for students to understand. 

His interesting style has attracted an enviable number of followers making his YouTube channel ‘Prime Physics’ a favourite with students of this subject. It is to his merit that many of his students are NEET and MHT-CET top rankers.

Besides teaching, Prof.Patil has a rich 18 years of experience tutoring students at various renowned coaching classes in Maharashtra. He has also trained and fostered many deserving teachers. Today he is planning to mobilize skilled teachers to leverage his YouTube platform.


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Course Fee -Rs.20000/- Rs.8000