roots of non linear equstions

31 370 0
roots of non linear equstions

Đang tải... (xem toàn văn)

Tài liệu hạn chế xem trước, để xem đầy đủ mời bạn chọn Tải xuống

Thông tin tài liệu

roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions roots of non linear equstions

. Lesson 2 Lesson 2 Roots of Non-linear Roots of Non-linear Equations Equations Roots of Non-linear Roots of Non-linear Equations Equations 0)( =xf Roots of an equation of the form: -10. x*x*x-14*x*x+59*x-70 x Roots of F(x) = 0 705914)( 23 −+−= xxxxf Roots of the equation occur where the function intersects the x- axis Roots of algebraic and Roots of algebraic and Transcendental. Search method 3. Check the sign of the product F(x 1 ) F(x 2 ) (a) If the sign of the product is positive, then the root is not between x 1 and x 2 (b) If the sign of the product is negative, then

Ngày đăng: 19/03/2015, 08:59

Từ khóa liên quan

Mục lục

  • Numerical Analysis Lesson 2 Roots of Non-linear Equations

  • Roots of Non-linear Equations

  • Roots of algebraic and Transcendental Equations

  • Incremental Search method

  • Slide 5

  • Slide 6

  • Bisection method

  • Slide 8

  • Slide 9

  • Slide 10

  • Slide 11

  • False Position method

  • False position method

  • Slide 14

  • Slide 15

  • Slide 16

  • Secant method

  • Slide 18

  • Slide 19

  • Slide 20

Tài liệu cùng người dùng

  • Đang cập nhật ...

Tài liệu liên quan