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b ) Derive Newton - Cote quadrature formula and use it to derive Simpson's three - eight rule for numerical integration. table [ [

b) Derive Newton-Cote quadrature formula and use it to derive Simpson's three-eight rule for numerical integration.
\table[[Major Topic,Blooms,Score],[Numerical Integration,\table[[Designation],[AN]],7]]
c) Would you advice the engineer to solve the above linear system using any of the iterative solution technique? Explain.
\table[[Major Topic,\table[[Blooms],[Designation],[AP]],\table[[Score],[System of linear equations]]]]
d) Given the relation R={(1,2),(2,3)} on the set A={1,2,3}. What is the minimum number of ordered pairs which when added to R make it an equivalence relation? Discuss your reasoning.
\table[[Major Topic,,],[Relations and Functions,Blooms,Score],[Designation,5,]]
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