Sure, here is the Python code to generate the Fibonacci sequence up to the nth term using recursion:
python
Copy code
def
fibonacci
):
if
n
return
n
else
return
fibonacci(n-
) + fibonacci(n-
# Change the value of n to generate the sequence up to the desired term
n =
10
"Fibonacci sequence:"
for
i
in
range
(n):
(fibonacci(i))
In this code:
The
fibonacci
function takes an integer
as input and returns the
-th Fibonacci number.
If
is 0 or 1, the function returns
itself, as 0 and 1 are the base cases of the Fibonacci sequence.
Otherwise, the function recursively calls itself with
n-1
and
n-2
, and returns the sum of the results of these recursive calls.
The main program prints the Fibonacci sequence up to the
-th term by iterating from 0 to
n-1
and calling the
fibonacci
function for each term.