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Posted: **Thu Jul 14, 2022 2:44 pm**

: Given A Function F X Suppose That Newton S Interpolating Polynomial P2 X Of F X At The Points X0 3 X1 1 And X2 1 (15.23 KiB) Viewed 37 times

Given a function f(x). Suppose that Newton's interpolating polynomial P2(x) of f(x) at the points x0=−3,x1=1 and x2=2 is P2(x)=x2−x+2. Calculate f[x0,x1] −3 −4 −1 4

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Given a function f(x). Suppose that Newton's interpolating polynomial P2​(x) of f(x) at the points x0​=−3,x1​=1 and x2​=

Given a function f(x). Suppose that Newton's interpolating polynomial P2​(x) of f(x) at the points x0​=−3,x1​=1 and x2​=

Given a function f(x). Suppose that Newton's interpolating polynomial P2(x) of f(x) at the points x0=−3,x1=1 and x2=

Given a function f(x). Suppose that Newton's interpolating polynomial P2(x) of f(x) at the points x0=−3,x1=1 and x2=