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BSc 1st Year Math - Calculus Full Course and Free Notes
in 1st Year
Created by
Hamromaster
What you will learn?
High-Quality Chapter Lectures
Exam Focused Classes
Each Chapter PDF Notes
Live Revision Classes (Included)
Complete TU Questions Solution
About this course
Overview
BSc 1st Year Math (Calculus) is the Mandatory subject of BSc 1st Year with full marks of 75 and Pass marks of 27. As per TU's latest Syllabus it has 12 chapters and there will be Long Questions of 7 Marks & Short Questions of 4 Marks. In this Course, You will get Complete Lectures of BSc 1st Year Calculus Live Sessions, Chapterwise PDF notes, and other study materials.
BSc 1st Year Math (Calculus) Syllabus
There is a total of 12 Chapters, and 6 Long Questions for 7 Marks & 12 Short Questions for 4 Marks will be asked among them 5 Long Questions and 10 Short Questions have to be attempted with a total mark of 75.
- Calculus Syllabus
- Review of Elementary Calculus
- Tangents & Normals
- Higher Order Derivatives & Mean Value Theorems
- Application of Derivatives
- Partial Differentiation & Maxima and Minima of Functions of 2 & 3 Variables
- Integration & & Definite Integrals
- Beta & Gamma Functions & Reduction Formulae
- Rectification & Quadrature, Volume & Surface Area of Solid of Revolution
- Double Integration
- Vector Calculus
- Vector Calculus Continued
- Differential Equation of the First Order & First Degree
- Linear Differential Equations with Constant Coefficient
Key Learning Objectives
- Expand your understanding of Calculus
- Basic Concept of Differentiation & Derivatives
- Learn about Calculus and Vector Calculus
- Clear the Concepts and do your best on the Exam
BSc 1st Year Math (Calculus) Course Includes
After enrolling in this course you will get everything you need on BSc 1st Year Calculus to get 70+ marks on Final Exam. The major benefits of Joining Hamromaster Classes are:
- High-Quality Chapter Lectures
- In-depth Knowledge of Each Chapter
- Exam Focused Classes
- Each Chapter PDF Notes
- Live Revision Classes (Included)
- Complete TU Questions Solution
- Model Questions & Model Exams
- Chapterwise Assignments Included
- Dedicated Group for Discussion
You can Watch Demo Videos from the Course Curriculum and for Further Details Whatsapp at 9840842566 or mail on sales@hamromaster.com.
Requirements
You have to be a Student of BSc 1st Year.
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FAQ
Is the Course will be Enough for Exam ?
Yes! The course has enough Course Materials which is more than enough to get good marks on the exam
How to Purchase Course?
Click on the Buy Not button and after payment courses will be available in the My Course Section. If you got any issues 9840842566 (Whatsapp/Viber/call)
Do I get Access till Exam ?
Yes! You will get access to your course till Your Board Exam
Do I get Notes as Well ?
Yes! You will get each chapter's PDF Notes as well
Comments (0)
New Class Recordings(081 Batch)
45 Parts
Day 1 - Introduction, Syllabus & Definite Integral
426.87 MB
Day 2 - Definite Integral Part 2
429.38 MB
Day 3 - Definite Integral Part 3
401.39 MB
Day 4 - Definite integral Part 4
-
Day 5 - Definite Integral Part 5
375.66 MB
Day 6 - Definite Integral Part 6
442.07 MB
Day 7
346.43 MB
Day 8
449.79 MB
Day -9 Reduction formula and Beta and gamma functions examples and some important results
408.43 MB
Day-10 same chapter- Example
-
Day-11 same chapter- Example
436.23 MB
Day-12 Double Integral
426.89 MB
Day -13 Double integral and Introduction of Differential equation
507.01 MB
Day-14 Equation of the first order and the first degree
434.96 MB
Day-15 Same chapter first order linear differential equation
414.82 MB
Day -16 same chapter linear and Bernoullis equation
447.76 MB
Day-17 same chapter bernoulli 's equation
108.65 MB
Day-18 same chapter Exact and Initial value problem -
446.91 MB
Day-19 Linear differential equation - Example of complementary solution
423.75 MB
Day-20 linear differential equation particular integral
439.99 MB
Day-21 same chapter -Particular integral
429.34 MB
Day-23same chapter Homogeneous linear differential equation
447.47 MB
Day-24 Differential calculus- Higher order derivative
431.58 MB
Day-25 same chapter topic same
356.6 MB
Day-26
356.6 MB
Day-27 Mean value theorem -Leibnitz and Introduction of MVT
296.45 MB
Day-28 same chapter topic same
434.02 MB
Day-29 same chapter - Example of Mean value theorem
413.38 MB
Day-30 same chapter topic
434.02 MB
Day-31 same chapter
458.45 MB
Day-32 partial differentiation-Homogeneous function
422.4 MB
Day-22 same chapter - particular solution and theorem
466.4 MB
Day-33 same chapter- Numerical of Eulers theorem
426.76 MB
Day -34 Maxima and minima of function of two and three variable - Introduction
410.61 MB
Day-34 same chapter-Numerical
414.9 MB
Day-35 Same chapter - numerical problem
425.99 MB
Day-36 Asymptote-Numerical problem
438.87 MB
Day-37 Indeterminate form -Numerical problem
386.43 MB
Day-38 Tangent and normal -Derivation
457.22 MB
Day -39 same chapter
453.93 MB
Day-40 same chapter -Numerical problem
423.42 MB
Day-41 same chapter
447.79 MB
Day-42 curvature
358.62 MB
Day-43 Derivation and example
424.48 MB
Day-44 curvature numerical problem
370.65 MB
Curve Tracing
1 Parts
Day-45 Curve tracing-Cartesian curve tracing
463.4 MB
Beta and Gamma Functions & Reduction Formula
4 Parts
Day-5 Reduction formula and gamma and beta function -Wallis theorem
441.82 MB
Day-6 Beta and gamma function -some important result of gamma and beta function
436.99 MB
Day -7 Gamma and beta function -properties with some example
446.64 MB
Day -8 -Gamma and beta function - Example of gamma and beta function
419.99 MB
Double Integral
2 Parts
Day 9 - Double intergal - Example of gamma and beta function and some example of double integral
397.29 MB
Day -10 Double intergal Example of double Intergal
415.43 MB
Equation of 1st Order and 1st Degree
8 Parts
Day -11 Differential equations - Introduction of differential equations and it's type
427.31 MB
Day-12 First order and first degree differential equations-Homogeneous differential equation
329.44 MB
Day 13 first order and first degree differential equation -Example of homogeneous equation
410.64 MB
Day14 First order and first degree differential equation Example of LDE
402.93 MB
Day-15 first order and first degree linear differential equation -Example of LDE
394.74 MB
Day-16 linear first order and first degree differential equation -Example of bernoullis equation
384.21 MB
Day -17 first order and first degree LDE -Exact differential equation and example
426.64 MB
Day -18 linear differential equations - 2nd order linear differential equation with constant coefficient and solution of complementary function
443.47 MB
Linear Differential Eqn with Constant Coefficient
5 Parts
Day -19 linear differential equation with constant coefficient- numerical problem related to particular integral
438 MB
Day-20 same chapter and same numerical problem as yesterday
399.18 MB
Day-21 same chapter and same numerical problem as yesterday
404.87 MB
Day -22 chapter same and some important theorem on linear differential equation with constant coefficient
430.82 MB
Day-23 chapter same - homogeneous linear differential equations and it's numerical
459.83 MB
Partial Differentiation
2 Parts
Day-24 partial differentiation-Eulers theorem on Homogeneous function
474.74 MB
Day-25 partial differentiation- Example of Eulers theorem on Homogeneous function
413.32 MB
Maxima and Minima of 2 and 3 Variable
3 Parts
Day 26 - Maxima and Minima of two & 3 Variables Examples
400.36 MB
Day-26.5 Maxima and minima of two and three variable-Example of it
466.93 MB
Day-27 maxima and minima of two and three variable-Lagrange multipler and it's example
506.56 MB
Higher Order Derivative
3 Parts
Day-28 Higher order derivative-Introduction it
340.16 MB
Day-29 Higher order derivative-Leibnitz's theorem and it's example
427.92 MB
Day-30 Higher order derivative - Example of leibnitz's theorem
459.61 MB
Mean Value Theorem
2 Parts
Day-31 MVT -Example
444.84 MB
Day-32 MVT -taylor and maclaurin series and example
489.88 MB
Indeterminant Form
2 Parts
Day-33 Indeterminate form -Example of L'Hospital therom
440.11 MB
Day-34 Asymptote-Introduction
425.66 MB
Asymptotes
1 Parts
Day-35 Asymptote-Numerical of Asymptote
426.56 MB
Tangent and Normal
5 Parts
Day-36 Tangent and normal - Derivation of related to tangent and normal
520.65 MB
Day-37 Tangent and normal-Derivation related to Tangent and normal
502.64 MB
Day-38 Tangent and normal-Numerical problem
426.13 MB
Day-39Tangent and normal-numerical problem
445.78 MB
Day-40 Tangent and normal as well as curvature-introduction of curvature
395.25 MB
Curvature
4 Parts
Day-41 Curvature-Derivation of different forms of radius of curvature,chord of curvature through pole and radius of curvature for pedal equation
356.21 MB
Day-42 curvature-derivation related to curvature
411.76 MB
Day-43 Curvature -Numerical problem
382.67 MB
Day-44 Curvature-Numerical problem
429.07 MB
Introduction & Syllabus
1 Parts
Day 1 - Definite integral - Syllabus + Introduction to definite integral
365.47 MB
Definite Integral
4 Parts
Day 2 - Definite Integral - Example of definite integral by first principle
416.2 MB
Day 3 - Definite integral - Properties of definite integral
428.55 MB
Day 3.5 - Properties of Definite Integral
427.9 MB
Day-4 Definite integral -Example related to definite integral
438.03 MB
Notes PDF
5 Parts
Application of Derivatives PDF
16.13 MB
differential eqn of 1st order and degree
16.25 MB
Double Integral PDF
6.7 MB
Integral Transformation Theory PDF
9.06 MB
Vector Integration PDF
3.44 MB
New Class Recordings
46 Parts
Day 1 - Definite integral - Syllabus + Introduction to definite integral
365.47 MB
Day 2 - Definite Integral - Example of definite integral by first principle
416.2 MB
Day 3 - Definite integral - Properties of definite integral
428.55 MB
Day-4 Definite integral -Example related to definite integral
438.03 MB
Day-5 Reduction formula and gamma and beta function -Wallis theorem
441.82 MB
Day-6 Beta and gamma function -some important result of gamma and beta function
436.99 MB
Day -7 Gamma and beta function -properties with some example
446.64 MB
Day -8 -Gamma and beta function - Example of gamma and beta function
419.99 MB
Day9 - Double intergal - Example of gamma and beta function and some example of double integral
397.29 MB
Day -10 Double intergal Example of double intergal
415.43 MB
Day -11 Differential equations - Introduction of differential equations and it's type
427.31 MB
Day-12 First order and first degree differential equations-Homogeneous differential equation
329.44 MB
Day 13 first order and first degree differential equation -Example of homogeneous equation
410.64 MB
Day14 First order and first degree differential equation Example of LDE
402.93 MB
Day-15 first order and first degree linear differential equation -Example of LDE
394.74 MB
Day-16 linear first order and first degree differential equation -Example of bernoullis equation
384.21 MB
Day -18 linear differential equations - 2nd order linear differential equation with constant coefficient and solution of complementary function
443.47 MB
Day -19 linear differential equation with constant coefficient- numerical problem related to particular integral
438 MB
Day 20
399.18 MB
Day-21 same chapter and same numerical problem as yesterday
404.87 MB
Day -22 chapter same and some important theorem on linear differential equation with constant coefficient
430.82 MB
Day-23 chapter same - homogeneous linear differential equations and it's numerical
181.76 MB
Day 24
191.51 MB
Day-25 partial differentiation- Example of Eulers theorem on Homogeneous function
413.32 MB
Day-26 Maxima and minima of two and three variable-Example of it
466.93 MB
Day-27 maxima and minima of two and three variable-Lagrange multiple and it's example
506.56 MB
Day 28
340.16 MB
Day 29
427.92 MB
Day-30 Higher order derivative - Example of leibnitz's theorem
459.61 MB
Day-31 MVT -Example
444.84 MB
Day-32 MVT -taylor and maclaurin series and example
489.88 MB
Day-33 Indeterminate form -Example of L'Hospital therom
440.11 MB
Day 34
-
Day-35 Asymptote-Numerical of Asymptote
426.56 MB
Day-36 Tangent and normal - Derivation of related to tangent and normal
520.65 MB
Day-37 Tangent and normal-Derivation related to Tangent and normal
502.64 MB
Day 38
426.13 MB
Day 39
445.78 MB
Day-26- The sphere- Recall of important formula and examples
461.82 MB
Day-40 Tangent and normal as well as curvature-introduction of curvature
395.25 MB
Day-41 Curvature-Derivation of different forms of radius of curvature,chord of curvature through pole and radius of curvature for pedal equation
356.21 MB
Day-42 curvature-derivation related to curvature
411.76 MB
Day-43Curvature -Numerical problem
382.67 MB
Day-44 Curvature-Numerical problem
429.07 MB
Day-45 Curve tracing-Cartesian curve tracing
463.4 MB
Day-46 Curvature- polar curve tracing
424.68 MB
Definite Integral - 4 - 7 Marks
3 Parts
Definite Integral Introduction and 1st Princinple (Class 1)
-
Properties of Definite Integrals (Class 2)
-
Example of Definite Integral (Class 3)
-
Reduction Formula and Beta and Gamma Function (4-7 Marks)
2 Parts
Reducation Formula (Class 4)
-
Beta and Gamma Function (Class 5)
-
Double Integral (4-7 Marks)
2 Parts
Beta and Gamma Function Completion + Double Integral Introduction ( Class 6)
-
Double Integral Numericals (Class 7)
-
Linear Diff Eqn
4 Parts
Linear Diff Eqn Introduction (Class 8)
-
Comlementary Function and Particular Integral of DIfferent Function (Class 9)
-
Proof of Different Theorem of Particular Integral (Class 10)
-
Homogeneous differential equation (Class 11)
-
Mean Value Theorem
2 Parts
Rolle Lagrange and Cautchy Theorem (Class 12)
-
Higher Mean Value Theorem (Class 13)
-
Indeterminate
1 Parts
Indeterminate (Class 14)
-
Higher Order Derivative
2 Parts
Higher Order Derivative and Leibnitz Theorem (Class 15).mp4
-
Higher Order Derivatives Continued (Class 16)
-
Asymptote
1 Parts
Asymptote (Class 17)
-
Partial Differentiation
1 Parts
Partial Differentiation (Class 18)
-
Line and Surface Integral
2 Parts
Line Integral (Class 19)
-
Surface Integral (Class 20)
-
Integral Transformation Theorem
2 Parts
Green's Theorem and Stoke's Thorem (Class 21)
-
Gauss's Divergence Theorem (Class 22)
-
Maxima and MInima of two Variables and Three Variables
2 Parts
Maxima and Minima of Two variables (Class 23)
-
Maxima and Minima of Three Variables (Class 24)
-
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