  In part 1 of this paper some linear weighted generalized Fibonacci number
summation identities were derived using the fact that the Fibonacci number is
the residue of a rational function. In this part, using the same method, some
quadratic and cubic weighted generalized Fibonacci number summation identities
are derived, including some infinite series and generating functions. In
addition some quadratic and cubic weighted generalized Fibonacci number
summation identities with binomial coefficients, and some cubic and quartic
Fibonacci and Lucas number summation identities are derived.
