![PDF) A Bivariate Approximation Spreadsheet Calculator by Lagrange Interpolation | Rosmila Abdul Kahar - Academia.edu PDF) A Bivariate Approximation Spreadsheet Calculator by Lagrange Interpolation | Rosmila Abdul Kahar - Academia.edu](https://0.academia-photos.com/attachment_thumbnails/67501113/mini_magick20210603-12343-1ptjz97.png?1622713908)
PDF) A Bivariate Approximation Spreadsheet Calculator by Lagrange Interpolation | Rosmila Abdul Kahar - Academia.edu
![SOLVED: Q2) (25 p.) a) Use Lagrange interpolation polynomial to derive the numerical differentiation formula 2f (xo)-Sf (xoth)+4f(xo+2h)-f(xo+3h) f" (xo) = h2 b) Let f(x) = (x3 + Sx)3 use above formula SOLVED: Q2) (25 p.) a) Use Lagrange interpolation polynomial to derive the numerical differentiation formula 2f (xo)-Sf (xoth)+4f(xo+2h)-f(xo+3h) f" (xo) = h2 b) Let f(x) = (x3 + Sx)3 use above formula](https://cdn.numerade.com/ask_images/afe8dad3953e41b7b09cb5c82bd44b6b.jpg)
SOLVED: Q2) (25 p.) a) Use Lagrange interpolation polynomial to derive the numerical differentiation formula 2f (xo)-Sf (xoth)+4f(xo+2h)-f(xo+3h) f" (xo) = h2 b) Let f(x) = (x3 + Sx)3 use above formula
![SOLVED: #4 For the following table; develop by hand calculation the Lagrange interpolation polynomial Pz (x) and Newton interpolation polynomial Pz (x) in their respective form as represented by (5.20) and (17.18): SOLVED: #4 For the following table; develop by hand calculation the Lagrange interpolation polynomial Pz (x) and Newton interpolation polynomial Pz (x) in their respective form as represented by (5.20) and (17.18):](https://cdn.numerade.com/ask_images/e7aa5ce930ba4d079b9e9e852953f72c.jpg)
SOLVED: #4 For the following table; develop by hand calculation the Lagrange interpolation polynomial Pz (x) and Newton interpolation polynomial Pz (x) in their respective form as represented by (5.20) and (17.18):
![SOLVED: Question 2; Find the Lagrange interpolating polynomial for data f (0)-2,f (2)–2 f(4)=-2 ad f (6)=2 Hence , evaluate f(5) and f (6.5) if applicable. Solution: Step [: Constructthe datain tabular SOLVED: Question 2; Find the Lagrange interpolating polynomial for data f (0)-2,f (2)–2 f(4)=-2 ad f (6)=2 Hence , evaluate f(5) and f (6.5) if applicable. Solution: Step [: Constructthe datain tabular](https://cdn.numerade.com/ask_images/3a1763350e7f4193aa8c94fed1e61eae.jpg)