Math I/I
- Welcome To SJMATHTUBE
- Calculus For Beginners - Why Do We Need Derivatives ? (Part 1)
- Reducible To Homogeneous (Scroll Down For Notes)
- How To Use Zoom For Online Classes - SJMATHTUBE
- 1 - Tracing Of Conics In Polar System(1)
- 2 - Tracing Of Conics In Polar System(2)
- 3 - Differential Equations - II Order (1)
- 4 - Differential Equations - II Order (2)
- 5 - Differential Equations - II Order (3)
- 6 - Differential Equations Combination Techniques (4)
- 7 - Past Paper Questions - Differential Equations(5)
- 8 - Definite Integrals (1) (Properties Theory And Geometrical Meaning)
- 9 - Definite Integrals Properties Problems (2)
- 10 - Definite Integrals Properties Problems (3)
- 11 - Definite Integrals Properties Problems (4)
- 12 - Definite Integrals Properties Problems (5)
- 13 - Definite Integrals Properties Problems (6)
- 14 - Improper Integrals - (1)
- 15 - Improper Integrals (2)
- 16 - Improper integrals (3)
- 17 - Improper Integrals (4)
- 18 - Improper Integrals (5 )
- 19 - Improper Integrals (6 - Miscellaneous)
- 20 - Differentiation Under The Integral Sign (1)
- 21 - Differentiation Under The Integral Sign (2)
- 22 - Differentiation Under The Integral Sign (3)
- 23 - Differentiation Under The Integral Sign (4)
- 24 - Differentiation Under The Integral Sign (5)
- 25 - Differentiation Under The Integral Sign (6)
- 26 - Differentiation Under The Integral Sign (7)
- 27 - Differentiation Under The Integral Sign (8)
- Method Of Variation Of Parameters
- Solution Of $x^{2}\dfrac {d^{2}y}{dx^{2}}+4x\dfrac {dy}{dx}+2y=e^{x}$
- Reduction Formula 1
- Reduction Formula 2
- Reduction Formula 3
- Beta Gamma Function (1) Basics
- Beta Gamma Function (2) Problems
- Beta Gamma Function (3)
- Beta Gamma Function (4)
- Beta Gamma Function (5)
- Beta Gamma Function (6)
- Beta Gamma Function (7)
- General Conic Section - Parabola Ellipse Hyperbola
- AREAS (1) Cartesian [Theory And Numericals]
- AREAS (2) - Cartesian Numericals
- AREAS (3) - Cycloid
- Areas (4) Theory - Polar System
- Areas (5) - Polar Numericals
- Areas(6) Polar Important Questions
- Rectification (Length Of Arc) - 1
- Rectification (Length Of Arc) - 2