A channel with academic content, focusing more on maths to help students learn the principles on how methods and numerical computations are created to design new concepts and solve problems, especially inclined for civil engineering students.

REGULA FALSI METHOD: UNDERSTANDING THE CONCEPT
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REGULA FALSI METHOD: UNDERSTANDING THE CONCEPT
BISECTION METHOD: ROOT OF TRIGONOMETRIC FUNCTION: EXAMPLE 5/5
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BISECTION METHOD: ROOT OF TRIGONOMETRIC FUNCTION: EXAMPLE 5/5
BISECTION METHOD: ROOT OF EXPONENTIAL FUNCTION: EXAMPLE 4/5
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BISECTION METHOD: ROOT OF EXPONENTIAL FUNCTION: EXAMPLE 4/5
BISECTION METHOD: ROOT NOT DEFINED BY FUNCTION OF C: EXAMPLE 3/5
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BISECTION METHOD: ROOT NOT DEFINED BY FUNCTION OF C: EXAMPLE 3/5
BISECTION METHOD: POSITIVE ROOT OF A SIMPLE POLYNOMIAL: EXAMPLE 2/5
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BISECTION METHOD: POSITIVE ROOT OF A SIMPLE POLYNOMIAL: EXAMPLE 2/5
BISECTION METHOD: NEGATIVE ROOT OF A SIMPLE POLYNOMIAL : EXAMPLE 1/5
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BISECTION METHOD: NEGATIVE ROOT OF A SIMPLE POLYNOMIAL : EXAMPLE 1/5
INCREMENTAL SEARCH METHOD: ROOT OF EXPONENTIAL EQUATION: EXAMPLE 5/5
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INCREMENTAL SEARCH METHOD: ROOT OF EXPONENTIAL EQUATION: EXAMPLE 5/5
INCREMENTAL SEARCH METHOD: ROOT OF TRIGONOMETRIC FUNCTION: EXAMPLE 4/5
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INCREMENTAL SEARCH METHOD: ROOT OF TRIGONOMETRIC FUNCTION: EXAMPLE 4/5
INCREMENTAL SEARCH METHOD: NEGATIVE ROOT OF A SIMPLE POLYNOMIAL: EXAMPLE 3/5
12:58
INCREMENTAL SEARCH METHOD: NEGATIVE ROOT OF A SIMPLE POLYNOMIAL: EXAMPLE 3/5
INCREMENTAL SEARCH METHOD: SIMPLE POLYNOMIAL USING DIFFERENT INTERVALS: EXAMPLE 2/5
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INCREMENTAL SEARCH METHOD: SIMPLE POLYNOMIAL USING DIFFERENT INTERVALS: EXAMPLE 2/5
INCREMENTAL SEARCH METHOD: SIMPLE POLYNOMIAL - EXAMPLE 1/5
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INCREMENTAL SEARCH METHOD: SIMPLE POLYNOMIAL - EXAMPLE 1/5
IMPLICIT DIFFERENTIATION: A COMBINATION OF PRODUCT AND GENERAL POWER RULE: EXAMPLE 5/5
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IMPLICIT DIFFERENTIATION: A COMBINATION OF PRODUCT AND GENERAL POWER RULE: EXAMPLE 5/5
IMPLICIT DIFFERENTIATION: POLYNOMIAL USING PRODUCT AND GENERAL POWER RULES: EXAMPLE 4/5
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IMPLICIT DIFFERENTIATION: POLYNOMIAL USING PRODUCT AND GENERAL POWER RULES: EXAMPLE 4/5
IMPLICIT DIFFERENTIATION: PRODUCT RULE IN HIGHER DEGREE FUNCTIONS: EXAMPLE 3/5
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IMPLICIT DIFFERENTIATION: PRODUCT RULE IN HIGHER DEGREE FUNCTIONS: EXAMPLE 3/5
IMPLICIT DIFFERENTIATION: SIMPLE POLYNOMIAL USING PRODUCT RULE: EXAMPLE 2/5
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IMPLICIT DIFFERENTIATION: SIMPLE POLYNOMIAL USING PRODUCT RULE: EXAMPLE 2/5
IMPLICIT DIFFERENTIATION: EXAMPLE 1/5: SIMPLE POLYNOMIAL
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IMPLICIT DIFFERENTIATION: EXAMPLE 1/5: SIMPLE POLYNOMIAL
HIGHER ORDER DERIVATIVES: EXAMPLE 3/3: - FUNCTION WITH RADICAL
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HIGHER ORDER DERIVATIVES: EXAMPLE 3/3: - FUNCTION WITH RADICAL
HIGHER-ORDER DERIVATIVES: EXAMPLE 2/3: FUNCTION WITH NEGATIVE EXPONENT
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HIGHER-ORDER DERIVATIVES: EXAMPLE 2/3: FUNCTION WITH NEGATIVE EXPONENT
HIGHER ORDER DERIVATIVES: EXAMPLE 1/3
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HIGHER ORDER DERIVATIVES: EXAMPLE 1/3
MATRIX ALGEBRA: SHORT PROBLEMS IN MATRIX OPERATIONS - SHORT COFACTOR, ADJOINT, MULTIPLICATION
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MATRIX ALGEBRA: SHORT PROBLEMS IN MATRIX OPERATIONS - SHORT COFACTOR, ADJOINT, MULTIPLICATION
SOLUTIONS TO LINEAR EQUATIONS: DIRECT METHODS - GAUSSIAN WITHOUT PIVOTING AND GAUSS-JORDAN
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SOLUTIONS TO LINEAR EQUATIONS: DIRECT METHODS - GAUSSIAN WITHOUT PIVOTING AND GAUSS-JORDAN
MATRIX ALGEBRA: SHORT PROBLEMS IN DETERMINANTS - LAPLACE COFACTOR, CHIO'S PIVOTAL, AND GBEMI'S RULE
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MATRIX ALGEBRA: SHORT PROBLEMS IN DETERMINANTS - LAPLACE COFACTOR, CHIO'S PIVOTAL, AND GBEMI'S RULE
MATRIX ALGEBRA: MATRIX EQUATIONS 2/2
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MATRIX ALGEBRA: MATRIX EQUATIONS 2/2
COMPLEX MATRICES:COMBINATION OF OPERATIONS 3/3
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COMPLEX MATRICES:COMBINATION OF OPERATIONS 3/3
MATRIX ALGEBRA: MATRIX EQUATIONS 1/2
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MATRIX ALGEBRA: MATRIX EQUATIONS 1/2
COMPLEX MATRICES: COMBINATION OF OPERATIONS 2/3
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COMPLEX MATRICES: COMBINATION OF OPERATIONS 2/3
COMPLEX MATRICES: COMBINATION OF OPERATIONS 1/3
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COMPLEX MATRICES: COMBINATION OF OPERATIONS 1/3
THE GENERAL POWER FORMULA: EXAMPLE 3/3
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THE GENERAL POWER FORMULA: EXAMPLE 3/3
THE GENERAL POWER FORMULA: EXAMPLE 2/3
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THE GENERAL POWER FORMULA: EXAMPLE 2/3
THE GENERAL POWER FORMULA: EXAMPLE 1 3
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THE GENERAL POWER FORMULA: EXAMPLE 1 3