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In optics, integrands containing sin() arise in Fresnel integrals. Use Taylors inequality to determine for what small angles is the replacement of sin () with

image text in transcribedIn optics, integrands containing sin() arise in Fresnel integrals. Use Taylors inequality to determine for what small angles is the replacement of sin () with its 3rd degree Taylor polynomial* centered at = 0 radians (Maclaurin polynomial) accurate to within an error bound of = 0.05?

9. (4 Points) In optics, integrands containing sin() arise in Fresnel integrals. Use Taylor's inequality to determine for what small angles is the replacement of sin (0) with its 3rd degree Taylor polynomial* centered at 0 = 0 radians (Maclaurin polynomial) accurate to within an error bound of = 0.05

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