Discuss limit(n →∞)fn on B and C for  fn(x)= cosnx; B=(0, π/2), C=[1/4, π/2)  fn(x)= (sin2nx)/(1+nx); B=E1 fn(x)=1/(1+nx); B=[0, 1); C=[0, a], 0 < a < 1

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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Discuss limit(n →∞)fon B and C for 

fn(x)= cosnx; B=(0, π/2), C=[1/4, π/2)

 fn(x)= (sin2nx)/(1+nx); B=E1

fn(x)=1/(1+nx); B=[0, 1); C=[0, a], 0 < a < 1

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