2 The Lo(x) of second degree Lagrange's polynomial is(x- xo)(x – xq)O (x-x,)(x-x2)None of these(X2- Xo)(x2 - Xq)o (x- X2)X(x-x,)(X2-x,)(x– x2)(х— хо) (х — х)(x2- xo)(x2 - x1)

Name: 2 The Lo(x) of second degree Lagrange's polynomial is(x- xo)(x – xq)O
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Description: 2 The Lo(x) of second degree Lagrange's polynomial is(x- xo)(x – xq)O (x-x,)(x-x2)None of these(X2- Xo)(x2 - Xq)o (x- X2)X(x-x,)(X2-x,)(x– x2)(х— хо) (х — х)(x2- xo)(x2 - x1)

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The Lo(x) of second degree Lagrange's polynomial is (x-x0)(x– xq) O (x-xq)(x- x2) None of these (X2 = Xg)(xg = Xq) o (x-x2)(x-xq) (X2- x,)(x– xq) O (xo-xq)(xo - X2) (x- x0)(x- x1) O (x2- Xo)(x2- x1)

The Lo(x) of second degree Lagrange's polynomial is (x-x0)(x– xq) O (x-xq)(x- x2) None of these (X2 = Xg)(xg = Xq) o (x-x2)(x-xq) (X2- x,)(x– xq) O (xo-xq)(xo - X2) (x- x0)(x- x1) O (x2- Xo)(x2- x1)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.3: Algebraic Expressions

Problem 8E

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