"Randles" <srandles@bigpond.net.au> writes:
Hi, Im a computer science undergraduate and we are studying haskell as part of our course. I have a question on recursion that i'd like to receive some sort of answer to.
Are you a tutor, then, since you'd like to receive answers, rather than working them out yourself?
The question is to write a function to sum the first n terms in the series:
1/1 + 1/3 + 1/5+ .. + 1/(2n-1)
using ordinary recursion and then using accumulator recursion.
I can think of several ways. For instance, given n as a parameter, work out the nth term, and make a recursive call thus calculating the sequence in reverse. This should be fairly easy to extend with an accumulator, too. You might get bonus points if you write a function using sum, take, and map (hint: [1,3..]), or even generate an infinite list of successive partial sums, and use (!!n) for the result.
Please help!
But of course! -kzm -- If I haven't seen further, it is by standing in the footprints of giants