The fourth order Maclaurin polynomial for sin x is really of third degree since the coefficient of
Question:
Sin x = x - x3 / 6 + R4(x)
Show that if 0 ( x ( 0.5, | R4(x) | ( 0.0002605. Use this result to approximate
And give a bound for the error?
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0.5 sin x dx
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R4x cos c 5 x R4x 0555 0...View the full answer
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