![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)
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
![The nodal Lagrange polynomial basis functions and the associated dual... | Download Scientific Diagram The nodal Lagrange polynomial basis functions and the associated dual... | Download Scientific Diagram](https://www.researchgate.net/publication/345601033/figure/fig1/AS:955893436907522@1604914163681/The-nodal-Lagrange-polynomial-basis-functions-and-the-associated-dual-polynomials-for-N.png)
The nodal Lagrange polynomial basis functions and the associated dual... | Download Scientific Diagram
![MathType Twitterren: "Lagrange's interpolation formula was independently derived in 1779 by Waring and in 1795 by Lagrange. At first sight it might look obvious but it has been of tremendous use in MathType Twitterren: "Lagrange's interpolation formula was independently derived in 1779 by Waring and in 1795 by Lagrange. At first sight it might look obvious but it has been of tremendous use in](https://pbs.twimg.com/media/D13nksVW0AMo9EU.jpg:large)
MathType Twitterren: "Lagrange's interpolation formula was independently derived in 1779 by Waring and in 1795 by Lagrange. At first sight it might look obvious but it has been of tremendous use in
![Lagrange extraction and projection for NURBS basis functions: A direct link between isogeometric and standard nodal finite element formulations - Schillinger - 2016 - International Journal for Numerical Methods in Engineering - Wiley Online Library Lagrange extraction and projection for NURBS basis functions: A direct link between isogeometric and standard nodal finite element formulations - Schillinger - 2016 - International Journal for Numerical Methods in Engineering - Wiley Online Library](https://onlinelibrary.wiley.com/cms/asset/7dee05ca-6cd8-4aec-8479-b6790fe9777e/nme5216-fig-0002-m.jpg)
Lagrange extraction and projection for NURBS basis functions: A direct link between isogeometric and standard nodal finite element formulations - Schillinger - 2016 - International Journal for Numerical Methods in Engineering - Wiley Online Library
![SOLVED: (ii) the Lagrange polynomial basis L;(z,y);-1 satisfying if i = j, Li(Tj,U;) = Oij = Vi,j- = 1,2,3; if i # j in this case the Lagrange interpolation formula holds (3) SOLVED: (ii) the Lagrange polynomial basis L;(z,y);-1 satisfying if i = j, Li(Tj,U;) = Oij = Vi,j- = 1,2,3; if i # j in this case the Lagrange interpolation formula holds (3)](https://cdn.numerade.com/ask_images/65debfe0b97b43d3b018b90d0ed0bf5c.jpg)