Max Errors: Error(T_(N))

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Max Errors: Error(T_(N))<=(K_(2)(b-a)^(3))/(12N^(2)),Error(M_(N))<=(K_(2)(b-a)^(3))/(24N^(2)),Error(S_(N))<=(K_(4)(b-a)^(5))/(180N^(4)) Find the maximum possible error associated in using T_(10) to approximate  int_0^1 e^(-4x)dx. Find the value of N for which S_(N) approximates  int_0^(( pi )/(2)) sin(2x)dx with an error of at most 0.001 .  solutionspile.com

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Expert Answer to - Max Errors: Error(T_(N))<=(K_(2)(b-a)^(3))/(12N^(2)),Error(M_(N))<=(K_(2)(b-a)^(3))/(24N^(2)),

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Solution for - Max Errors: Error(T_(N))<=(K_(2)(b-a)^(3))/(12N^(2)),Error(M_(N))<=(K_(2)(b-a)^(3))/(24N^(2)),

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This an additional answer to - Max Errors: Error(T_(N))<=(K_(2)(b-a)^(3))/(12N^(2)),Error(M_(N))<=(K_(2)(b-a)^(3))/(24N^(2)),

(Solved): Max Errors: Error(T_(N))<=(K_(2)(b-a)^(3))/(12N^(2)),Error(M_(N))<=(K_(2)(b-a)^(3))/(24N^(2)), ...

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