Exercise 195 Further problems on Leibniz's theorem 7. Given 2x2y" + xy' +3y 0 show that 2x2 y(n+2) + (4n + 1)xy67+1) + (2n² –n+ 3)y) = 0 %3D

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
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Chapter9: Systems Of Equations And Inequalities
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Exercise 195 Further problems on Leibniz's
theorem
7. Given 2x2y" + xy' +3y = 0 show that
2x2y(n+2) + (4n + 1)xy+1) + (2n² -n+
3)y(m) = 0
Transcribed Image Text:Exercise 195 Further problems on Leibniz's theorem 7. Given 2x2y" + xy' +3y = 0 show that 2x2y(n+2) + (4n + 1)xy+1) + (2n² -n+ 3)y(m) = 0
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