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Page 1: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 2: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 3: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 4: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 5: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 6: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 7: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 8: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 9: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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Page 10: C.S.E. MATHEMATICS (MAIN) - 2005 where P by reducing it to Clairau(s form by using suitable substitution. (c) Solve the differential equation — x sin x y' y Sin x = O given that

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J - s3.amazonaws.com fileProblem Set 80 22. y = x + sin x + arctan (X2) + e" csc (2x) cos x dy = dx cos x(l + cos x) - (x + sin x)(-sin x) cos2 x + 2 ~ + e X[-2 csc (2x) cot (2x)]

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Chapter 7 Answers - Welcome to CaltechAUTHORS - … · (x + ])sin x + cos x + C 3. x sin 5x/5 + cos 5x/25 + C 5. (x2 ... (x - 2)(x + 3l3l2 + C 33. x sin 3x/3 + cos 3x/9 + C 35. 3x

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CHAPTER 5 Analytic Trigonometry · Section 5.1 Using Fundamental Identities 383 32. sec csc csc cot 1 cos 31. sin tan x x 1 sin sin cos sec x 33. 1 cos sin cos sin 1 sec sin tan 1

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