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Introduction to Numerical Methods
Khyber Pakhtunkhwa
Class 12
Math (
Total Videos: 576
)
Preference
All Chapters
Chapter 1: Introduction to Symbolic Package: MAPLE
Chapter 2: Functions and Limit
Chapter 3: Differentiation
Chapter 4: Higher Order Derivatives and Applications
Chapter 5: Differentiation of Vector Functions
Chapter 6: Integration
Chapter 7: Plane Analytic Geometry Straight Line
Chapter 8: Conics-I
Chapter 9: Conics-II
Chapter 10: Differential Equations
Chapter 11: Partial Differentiation
Chapter 12: Introduction to Numerical Methods
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Chapter 12 Introduction to Numerical Methods (
23 videos
)
  (
Practice Test
)
12.1: Numerical Solution of Non-Linear Equations (
Practice Test
)
Calculating Roots of Non-Linear Equation By Bisection Method
741 views
More on Calculating Roots of Non-Linear Equation By Bisection Method
461 views
Problem-Calculating Roots by Bisection Method
364 views
Calculating Roots of Non-Linear Equation By Regula-Falsi Method
538 views
More on Calculating Roots By Regula-Falsi Method
421 views
Calculating Roots of Non-Linear Equation by Newton-Raphson Method
618 views
More on Calculating Roots by Newton-Raphson Method
281 views
Problem1-Calculating Roots by Newton-Raphson Method
226 views
Problem2-Calculating Roots by Newton-Raphson Method
177 views
Problem3-Calculating Roots by Newton-Raphson Method
182 views
12.2: Numerical Quadrature (
Practice Test
)
Defining Numerical Quadrature
589 views
Approximating Area by Rectangles                                Â
235 views
Approximating Area by Trapezoidal Rule
244 views
More on Approximating Area by Trapezoidal Rule
226 views
Problem-Approximating Area by Trapezoidal Rule
More on Problem-Approximating Area by Trapezoidal Rule              Â
Simpson’s Rule for Approximating Integral                           Â
324 views
1-More on Simpson’s Rule for Approximating Integral                      Â
259 views
2-More on Simpson’s Rule for Approximating Integral           Â
212 views
Problem1-Simpson’s Rule for Approximating Integral
More on Problem1-Simpson’s Rule for Approximating Integral Â
Problem2-Simpson’s Rule for Approximating Integral
More on Problem2-Simpson’s Rule for Approximating Integral  Â
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