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If y = 2/√(a2 – b2)tan–1(√((a – b)/(a + b)) tan(x/2)) then prove that d2y/dx2 =  bsinx/(a + bcosx)2

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We have

y = 2/√(a2 – b2)tan–1(√((a – b)/(a + b)) tan(x/2))

by (15 points)
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