Let I m = /2 0 sin m x dx. (a) Show that I 0 =
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Let Im = ∫π/20 sinm x dx.
(a) Show that I0 = π/2 and I1 = 1.
(b) Prove that, for m ≥ 2,
(c) Use (a) and (b) to compute Im for m = 2, 3, 4, 5.
Transcribed Image Text:
Im = m-1 m -Im-2
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a We have c 12 Im 14 15 52 b Using the reduction formula for sin x we get ...View the full answer
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