A Newton-Cotes quadrature formula developed using 5 interpolations points in the interval $[a, b]$ to integrate a function $f (x)$ needs how many function evaluations when it is applied in its single version? Answer:

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A Newton-Cotes quadrature formula developed using 5 interpolations points in the interval

[a, b]

to integrate a function

f (x)

needs how many function evaluations when it is applied in its single version? Answer:

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