Let f(x) = e. It can be shown by direct computation that f() (x) S 76e on the interval [0, 1). Using this information and the appropriate error formula, how large should n be so that the Simpson's Rule approximation to o' e dx is accurate to within 0.00001? (Your answer must be a whole number.) %3D

College Algebra
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Chapter5: Exponential And Logarithmic Functions
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Let f(x) = e. It can be shown by direct computation that f(4) (x) < 76e on the interval [0, 1). Using this information and
the appropriate error formula, how large should n be so that the Simpson's Rule approximation to o e* dx is accurate to
within 0.00001? (Your answer must be a whole number.)
Transcribed Image Text:Let f(x) = e. It can be shown by direct computation that f(4) (x) < 76e on the interval [0, 1). Using this information and the appropriate error formula, how large should n be so that the Simpson's Rule approximation to o e* dx is accurate to within 0.00001? (Your answer must be a whole number.)
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