Write a function numi - compqglfnamea bmn that approximates
Question: Write a function numI - compQGL(fname,a, b,m,n) that approximates the integral of a function from a to b by applying the m-point Gauss-Legendre rule on n equal-length subintervals of [a, b].
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question 1 modify splineq so that a four-argument call splineq x y a b returns the integral of the spline interpolant
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1 suppose you draw a random sample from a population with a mean of 6 and a variance of 9 what is the standard error of
question write a function numi - compqglfnamea bmn that approximates the integral of a function from a to b by applying
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