Skip to content
SHOUG.TECH
Home
Academics
Work
Workshops
Resources
About
Sign In
Menu
Dir
AR
Contact
SYSTEM_DIRECTORY
<
ACADEMICS/
ACADEMIC PLAN
[+]
COMPUTER SCIENCE/
CS101
CS102
CS210
CS285
CS330
CS331
CS340
[+]
SOFTWARE ENGINEERING/
SE201
SE311
SE322
SE365
SE371
SE401
SE411
SE423
SE499
[+]
CYBERSECURITY/
CYS401
CYS402
CYS403
CYS405
CYS406
[-]
MATH/
STAT101
MATH221
OVERVIEW
SLIDE BREAKDOWNS
SLIDES
ANNOTATED SLIDES
1.1 Review of Calculus
1.2–1.3 Round-off Errors, Computer Arithmetic and Convergence
2.1 The Bisection Method
2.3 Newton's Method and Its Extensions
2.4 Error Analysis for Iterative Methods
2.5 Accelerating Convergence
3.1 Interpolation and the Lagrange Polynomial
3.2 Data Approximation and Neville's Method
3.3 Divided Differences
3.4 Hermite Interpolation
3.5 Cubic Spline Interpolation
4.1 Numerical Differentiation
4.3 Elements of Numerical Integration
4.4 Composite Numerical Integration
5.1 The Elementary Theory of Initial-Value Problems
5.2 Euler's Method
5.3 Higher-Order Taylor Methods
6.1 Linear Systems of Equations
6.2 Pivoting Strategies
6.3 Linear Algebra and Matrix Inversion
7.1 Norms of Vectors and Matrices
7.2 Eigenvalues and Eigenvectors
7.3 The Jacobi and Gauss–Seidel Iterative Techniques
STUDY MATERIAL
QUIZZES
CS223
PHY105
PHY205
SCI101
[+]
OTHER COURSES/
[+]
ENGLISH HUB/
OVERVIEW
ENG101
ENG103
ETHCS303
COM201
PSY101
ISC113
ISC213
Academics
/
Computer Science
/
MATH221
/
Annotated Slides
/
4.1 Numerical Differentiation
SYS_TIME [ 00 00 00 ]
ITEM_12 // ANNOTATED SLIDES
4.1 Numerical Differentiation
[ OPEN IN NEW TAB -> ]
[ <- BACK TO INDEX ]
<- PREVIOUS
NEXT ->