Question: Find Chebyshev for approximating a polynomial p ( x ) of degree 4 for the function f ( x ) = l n ( x

Find Chebyshev for approximating a polynomial p(x) of degree 4 for the function f(x)=ln(x+2) in the interval [-1,1]. Also apply economization technique to approximate p(x) by assuming certain accuracy leveal. Please sir completely and correctly solve the Problem by step by step. I have exam next week please sir.
Find Chebyshev for approximating a polynomial p(x) of degree 4 for

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