Answer the question based on the information given below:
Let a1= p and b1 = q, where p and q are positive quantities. Define
an = pbn-1 , bn=qbn-1, for even n > 1,
and
an = pan-1, bn = qan-1 , for odd n >1
Question: If p = (1/3) and q = (2/3), then what is the smallest odd ‘n’ such that an + bn < 0.01?
