Find error in original computation of value of interpolating
Neville's algorithm is utilized to suitable f(0) using f(-2), f(-1), f(1), and f(2). Assume f(-1) was overstated by 2 and f(1) was understated by 3. Find error in original computation of value of interpolating polynomial to approximate f(0).
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Consider regression through the origin (straight line regression with population intercept know to be zero) with Var(e|x)=x^2sigma^2. The regression model is Y=Bx+e(i=1,...n).
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Assume f(-1) was overstated by 2 and f(1) was understated by 3. Find error in original computation of value of interpolating polynomial to approximate f(0).
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Assume that a is in Sn, |a| is odd and in disjoint cycle decomposition of the a, there are at least 2 different cycles of given length l. Verify that there exists odd permutation b in Sn such that ab = ba.
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