(b) (c) By using the substitution z = can be reduce to cos y, show that the differential equation dy cot y dx (ii) dz dx

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(b) (c) By using the substitution z = can be reduce to cos y, show that the differential equation dy cot y dx (ii) dz dx

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B C By Using The Substitution Z Can Be Reduce To Cos Y Show That The Differential Equation Dy Cot Y Dx Ii Dz Dx 1
B C By Using The Substitution Z Can Be Reduce To Cos Y Show That The Differential Equation Dy Cot Y Dx Ii Dz Dx 1 (328.51 KiB) Viewed 24 times
(b) (c) By using the substitution z = can be reduce to cos y, show that the differential equation dy cot y dx (ii) dz dx (1) Show that the equation is an exact equation. NX 3x Hence, solve the original equation when y(1) = 0. CSC y -e³x. (3x²y² -10xy²2)dx + (2x³y-10x²y)dy = 0 (10 marks) (3 marks) Then, determine the general solution from the given differential equation. (7 marks)
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