Find the first 5 terms of the following recursively defined sequence.
Let a₁ = -8, a₂ = 3, and
a_n+2 = a_n/a_n+1, where n ≥ 3

Work:
a₁ = -8
a₂ = 3
a₃ = a₁/a₂ = -8/3 since when n+2=3, n=1, and n+1=2.
a₄ = a₂/a₃ = 3/(-8/3) = -9/8
a₅ = a₃/a₄ = (-8/3)/(-9/8) = 64/27
Answer: -8, 3, -8/3 , -9/8, 64/27