Engineering Mathematics 1 (F.E. SEM 1)
Our complete online course on First Year Engineering Maths 1 covers 120+ topics including complex numbers, partial & successive differentiation, matrices & more.
Hemant Kothari
Introduction to Complex Numbers
FREE PREVIEWModulus & Argument
FREE PREVIEWNumerical on Modulus
FREE PREVIEWNumerical on Argument
Euler's Formula & De Moiver's Theorem
Numerical on Euler's Formula & De Moiver's Theorem_1
Numerical on Euler's Formula & De Moiver's Theorem_2
Numerical on Euler's Formula & De Moiver's Theorem_3
Numerical on Euler's Formula & De Moiver's Theorem_4
Numerical on Euler's Formula & De Moiver's Theorem_5
Multiple Angles of Sinθ & Cosθ
Numerical on Multiple Angles of Sinθ & Cosθ_1
Higher Powers of Sinθ & Cosθ
Numerical on Higher Powers of Sinθ & Cosθ_1
Numerical on Higher Powers of Sinθ & Cosθ_2
Introduction to Roots of Complex Numbers
Numerical on Roots of Complex Numbers_1
Numerical on Roots of Complex Numbers_2
Numerical on Roots of Complex Numbers_3
Numerical on Roots of Complex Numbers_4
Numerical on Roots of Complex Numbers_5
Numerical on Roots of Complex Numbers_6
Cube roots of Unity
Introduction to Hyperbolic Function
Numerical on Hyperbolic Identities_1
Numerical on Hyperbolic Identities_2
Inverse Hyperbolic Functions
Numerical on Inverse Hyperbolic Functions
Numerical on Inverse Hyperbolic Functions
Relations Between Hyperbolic & Circular Functions
Compound Angles of tanh h
Compound Angles of Sin h & Cos h
Compound Angles of Sin h and Cos h_2
Series Expansion Separate into Real & Imaginary part
Series Expansion Separate into Real & Imaginary part_2
Series Expansion Separate into Real & Imaginary part_3
Introduction to log form of Complex Numbers
Numerical on Complex raised to Complex
Separate into Real & Imaginary part
Separate into Real & Imaginary part_2
Introduction to Partial Differentiation
FREE PREVIEWConcept of Symmetry with Numerical
FREE PREVIEWHigher Order Differentiation
Operator Based Numerical
Implicit Type
Introduction to Chain Rule
Numerical on Chain Rule & Free Diagram_1
Numerical on Chain Rule & Free Diagram_2
Numerical on Chain Rule & Free Diagram_3
Numerical on Chain Rule & Free Diagram_4
Numerical on Chain Rule & Free Diagram_5
Numerical on Chain Rule & Free Diagram_6
Implicit & Total derivative using Partial Differentiation_1
Implicit & Total derivative using Partial Differentiation_2
Implicit & Total derivative using Partial Differentiation_3
Introduction to Homogenous Function
Proof of Euler's Theorem in 2 Variable
Proof of Euler's Theorem in 3 Variable
Numerical on Euler's Theorem_1
Verify on Euler's Theorem
Euler's Theorem: Sum of two terms
Deduction of Euler's if "u" is in homogenous function
Theorem if f(u) is Homogenous Function
Deduction if f(u) is Homogenous Function
Numerical on Euler's and Deduction of Euler's_1
Numerical on Euler's and Deduction of Euler's_2
Numerical on Euler's and Deduction of Euler's_3
Numerical on Euler's and Deduction of Euler's_4
Introduction to 1st Formula & Partial Fraction (Type 1)
Introduction to 2nd formula & Partial Fraction (Type2 )
Tan Inverse type
Introduction to Trigonometry type
Numerical on Defactorization
Numerical on High Power of Trigonometry
Introduction to Exponential & Product of Exponential & Trigonometry
Numerical on Exponential & Trigonometry
Numerical on Exponential & Trigonometry_2
Binomial Type
Introduction to Leibnitz Rule
Leibnitz Rule Sin Inverse Type
Leibnitz Rule Sin Inverse Type_2
Leibnitz Rule Cosh Inverse Type
Numerical on Leibnitz Rule _1
Numerical on Leibnitz Rule_2
Numerical on Leibnitz Rule_3
Introduction to Expansions & Formulas
Numerical on Log_1
Numerical on Log_2
Introduction to Maclaurin’s Series
Numerical on Maclaurin’s Series_1
Expansion Using Standard Series
Numerical on Expansion Using Standard Series_1
Numerical on Expansion Using Standard Series_2
Numerical on Expansion Using Standard Series_3
Numerical on Expansion Using Standard Series_4
Numerical on Expansion Using Standard Series_5
Numerical on Expansion Using Standard Series_6
Expansion Using Derivatives & Integration tan Inverse type
Numerical on Expansion Using Derivatives & Integration tan Inverse type_1
Numerical on Expansion Using Derivatives & Integration tan Inverse type_2
Numerical on Expansion Using Derivatives & Integration Sin Inverse type
Numerical on Expansion Using Derivatives & Integration Sin Inverse type_1
Powers of (x-a)
Powers if (x-a)_1
Using Taylor's Theorem
Approximate Values
Types of Matrices
Properties of Matrices_1
Properties of Matrices_2
Properties of Matrices_3
Examples on Properties of Matrices
Orthogonal Matrix
Numericals on Orthogonal Matrix
Unitary Matrix
Rank of a Matrix
Rank of a Matrix by Echelon form
Rank of a Matrix by Normal form
Rank of a Matrix by PAQ Normal form
System of Non Homogenous Equations
Examples of System of Non-Homogeneous Equations_1
System of Homogeneous Equations_2
Examples of System of Homogeneous Equations_3