3. Determine whether the sequence converges or diverges. If it converges, find the limit.

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A: Given:    T(a,b) = ( a , a+b , a+2b )

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A: 16-t2y'+5ty=7t2 , y(-7)=1 ⇒dydt+5t(16-t2)y=7t216-t2 16-t2=0⇒ t2=16⇒ t =±4  

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