. Solve the recurrence relation an = to the initial conditions ao = 1, a, = 1. Ans: an 5an-1 – 6an-2 (n> 1) subject = -3n + 2n+1 %3D For each of the following, find an integer a satisfying the given

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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4. Solve the recurrence relation an =
to the initial conditions a, = 1, a, = 1. Ans: an
5a,-1- 6an-2 (n> 1) subject
= -3n + 2n+1
%3D
5. For each of the following, find an integer a satisfying the given
conditions:
i.
a = 8 (mod 43) and 62 <a < 104
a = -14 (mod 37) and 64 < a < 100 Ans: a = 97
Ans: a = 94
i.
%3D
Transcribed Image Text:4. Solve the recurrence relation an = to the initial conditions a, = 1, a, = 1. Ans: an 5a,-1- 6an-2 (n> 1) subject = -3n + 2n+1 %3D 5. For each of the following, find an integer a satisfying the given conditions: i. a = 8 (mod 43) and 62 <a < 104 a = -14 (mod 37) and 64 < a < 100 Ans: a = 97 Ans: a = 94 i. %3D
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