When using the roots for the Chebyshev polynomial of degree 3 to construct an interpolating polynomial...
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When using the roots for the Chebyshev polynomial of degree 3 to construct an interpolating polynomial of degree 2 to the function f(x) = ex, xe[-1, 1], then the maximum error < O a. 0.03506129 O b. 0.0052083 Oc. 0.0416667 O d. 0.1132617 0.0141577 O f. 0.0043826 e. When using the roots for the Chebyshev polynomial of degree 3 to construct an interpolating polynomial of degree 2 to the function f(x) = ex, xe[-1, 1], then the maximum error < O a. 0.03506129 O b. 0.0052083 Oc. 0.0416667 O d. 0.1132617 0.0141577 O f. 0.0043826 e.
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