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Calculus with Yusnier
Learn Calculus with World Champion Yusnier Viera
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Language: Spanish
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Course Content
Intervals: Inequalities
Intervals: Inequalities
Introduction and Graphic Representation
Introduction and Graphic Representation
Union, intersection, complement and difference of intervals
Union, intersection, complement and difference of intervals
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PracticesPractices
Practices
Practices
Linear Inequalities. Introduction
Linear Inequalities. Introduction
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PracticesPractices
Practices
Practices
First degree inequalities with fractions
First degree inequalities with fractions
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Practices
Practices
Linear inequalities with 3 members
Linear inequalities with 3 members
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Quadratic Inequalities
Quadratic Inequalities
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Practices
Practices
Rational inequalities
Rational inequalities
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Practices
Practices
Rational inequalities 2
Rational inequalities 2
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Practices
Practices
Inequalities with absolute value. Introduction
Inequalities with absolute value. Introduction
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Practices
Inequalities with absolute value. Examples
Inequalities with absolute value. Examples
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PracticesPractices
Practices
Practices
Features
Features
Introduction. Features
Introduction. Features
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PracticesPractices
Practices
Practices
Graph of the linear function. Domain and range
Graph of the linear function. Domain and range
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Practices
Practices
Vertex of a parabola. Graph of a quadratic function
Vertex of a parabola. Graph of a quadratic function
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PracticesPractices
Practices
Practices
Domain and range of a quadratic function and a rational function
Domain and range of a quadratic function and a rational function
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Practices
Practices
Domain and range of a function with a root and a logarithmic function
Domain and range of a function with a root and a logarithmic function
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PracticesPractices
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Practices
Odd and Even Functions
Odd and Even Functions
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Practices
Successions
Successions
Succession. Terms and chart
Succession. Terms and chart
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PracticesPractices
Practices
Practices
Arithmetic Progression
Arithmetic Progression
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PracticesPractices
Practices
Practices
nth Term Quadratic Sequence
nth Term Quadratic Sequence
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Practices
Practices
Nth term Sequence with fractions
Nth term Sequence with fractions
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PracticesPractices
Practices
Practices
Geometric Progression
Geometric Progression
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PracticesPractices
Practices
Practices
Increasing, decreasing, monotonous, constant sequences
Increasing, decreasing, monotonous, constant sequences
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PracticesPractices
Practices
Practices
Bounded sequences
Bounded sequences
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Practices
Practices
Boundaries
Boundaries
Introduction
Introduction
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Practices
Practices
Limit of a function at a point
Limit of a function at a point
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Practices
Practices
Solution of limits by factorization. Introduction and examples
Solution of limits by factorization. Introduction and examples
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Practices
Practices
Solution of limits by factorization 2
Solution of limits by factorization 2
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Practices
Practices
Solution of limits by rationalization
Solution of limits by rationalization
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Practices
Practices
Limits to infinity. Introduction and examples
Limits to infinity. Introduction and examples
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Practices
Limits to infinity. Examples
Limits to infinity. Examples
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Practices
Trigonometric Limits. Examples 1
Trigonometric Limits. Examples 1
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Practices
Trigonometric Limits. Examples 2
Trigonometric Limits. Examples 2
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Practices
Practices
Derivatives Part 1
Derivatives Part 1
Concept of derivative. Derivative of a function
Concept of derivative. Derivative of a function
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PracticesPractices
Practices
Practices
Derivation rules
Derivation rules
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PracticesPractices
Practices
Practices
Derivative of x in the denominator
Derivative of x in the denominator
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Practices
Practices
Derived from a product
Derived from a product
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Practices
Practices
Derivative of a quotient
Derivative of a quotient
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Practices
Practices
Derivatives Chain Rule
Derivatives Chain Rule
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Practices
Practices
Derivative of a root, Natural Logarithm and exponential function
Derivative of a root, Natural Logarithm and exponential function
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PracticesPractices
Practices
Practices
Derivative of Sine, Cosine and Tangent
Derivative of Sine, Cosine and Tangent
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PracticesPractices
Practices
Practices
Derived from the cotangent, the secant and the cosecant
Derived from the cotangent, the secant and the cosecant
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PracticesPractices
Practices
Practices
Derivative of Inverse Trigonometric functions
Derivative of Inverse Trigonometric functions
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PracticesPractices
Practices
Practices
Derivatives Part 2
Derivatives Part 2
Implicit derivation
Implicit derivation
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PracticesPractices
Practices
Practices
Higher order derivatives
Higher order derivatives
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Learn
PracticesPractices
Practices
Practices
Application of the derivative. Derivative of a function at a point
Application of the derivative. Derivative of a function at a point
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PracticesPractices
Practices
Practices
Equation of the Tangent and Normal lines
Equation of the Tangent and Normal lines
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Learn
PracticesPractices
Practices
Practices
Maximum and minimum of a function. Exercises
Maximum and minimum of a function. Exercises
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Learn
PracticesPractices
Practices
Practices
Optimization
Optimization
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Practices
Practices
Partial Derivatives
Partial Derivatives
Introduction. Exponential, division.
Introduction. Exponential, division.
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Learn
PracticesPractices
Practices
Practices
Sine and cosine. Natural logarithm. Chain rule
Sine and cosine. Natural logarithm. Chain rule
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PracticesPractices
Practices
Practices
Square root. Product and trigonometry. Exponential and product
Square root. Product and trigonometry. Exponential and product
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PracticesPractices
Practices
Practices
Partial derivatives of higher order. Introduction and examples
Partial derivatives of higher order. Introduction and examples
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PracticesPractices
Practices
Practices
Partial derivatives of higher order. Examples
Partial derivatives of higher order. Examples
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PracticesPractices
Practices
Practices
Second order partial derivatives. 4 examples
Second order partial derivatives. 4 examples
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Learn
PracticesPractices
Practices
Practices
Integrals Part 1
Integrals Part 1
Introduction. Integral of a constant y of x raised to the power n
Introduction. Integral of a constant y of x raised to the power n
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PracticesPractices
Practices
Practices
Integral of a polynomial
Integral of a polynomial
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PracticesPractices
Practices
Practices
Integral of a root
Integral of a root
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Learn
PracticesPractices
Practices
Practices
Integral of a multiplication, square of a binomial and natural logarithm 1/x
Integral of a multiplication, square of a binomial and natural logarithm 1/x
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Learn
PracticesPractices
Practices
Practices
Integration by substitution. Introduction
Integration by substitution. Introduction
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PracticesPractices
Practices
Practices
Integration by substitution, Multiplication and root
Integration by substitution, Multiplication and root
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Learn
PracticesPractices
Practices
Practices
Integration by substitution. Exponential and natural logarithm
Integration by substitution. Exponential and natural logarithm
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PracticesPractices
Practices
Practices
Integration by substitution. Sine cosine tangent
Integration by substitution. Sine cosine tangent
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Learn
PracticesPractices
Practices
Practices
Integrals Part 2
Integrals Part 2
Integration by parts
Integration by parts
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PracticesPractices
Practices
Practices
Integration by Partial Fractions. Introduction. Division
Integration by Partial Fractions. Introduction. Division
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Learn
PracticesPractices
Practices
Practices
Integration by partial fractions. Different linear factors
Integration by partial fractions. Different linear factors
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PracticesPractices
Practices
Practices
Integration by partial fractions. Repeated linear factors
Integration by partial fractions. Repeated linear factors
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PracticesPractices
Practices
Practices
Integration by partial fractions. Quadratic factors
Integration by partial fractions. Quadratic factors
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PracticesPractices
Practices
Practices
Definite Integrals
Definite Integrals
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PracticesPractices
Practices
Practices
Area down the curve
Area down the curve
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Practices
Practices
Area between curves
Area between curves
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PracticesPractices
Practices
Practices
Differential equations
Differential equations
Introduction. Order, linearity and derivative notation
Introduction. Order, linearity and derivative notation
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PracticesPractices
Practices
Practices
Verify or verify the solution of a Differential Equation
Verify or verify the solution of a Differential Equation
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PracticesPractices
Practices
Practices
Of separable variables. Intro and Examples
Of separable variables. Intro and Examples
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Practices
Of separable variables. Examples 2nd part
Of separable variables. Examples 2nd part
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Practices
Of separable variables. Examples 3rd part
Of separable variables. Examples 3rd part
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PracticesPractices
Practices
Practices
With initial conditions: Initial value problem
With initial conditions: Initial value problem
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PracticesPractices
Practices
Practices
Homogeneous Differential Equations
Homogeneous Differential Equations
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PracticesPractices
Practices
Practices
Summation - Sigma Notation
Summation - Sigma Notation
Introduction
Introduction
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PracticesPractices
Practices
Practices
Summation. Sigma notation. Examples
Summation. Sigma notation. Examples
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PracticesPractices
Practices
Practices
Sum of the first natural numbers, squares and cubes.
Sum of the first natural numbers, squares and cubes.
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PracticesPractices
Practices
Practices
Sum of a constant and sum or difference
Sum of a constant and sum or difference
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PracticesPractices
Practices
Practices
Change of indexes. Applying properties Examples
Change of indexes. Applying properties Examples
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PracticesPractices
Practices
Practices
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