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(Solved): solve in python Given the first \( x \) numbers, find the nth number of a series, using recursion, ...



Given the first \( x \) numbers, find the nth number of a series, using recursion, where the next number is the sum of the prsolve in python

Given the first \( x \) numbers, find the nth number of a series, using recursion, where the next number is the sum of the previous \( y \). Input Format The first line contains three space separated integers, \( n, x \) and \( y \). The second line contains \( x \) space separated integers, the terms of the series. Constraints \[ \begin{array}{l} 1<=n<=20 \\ 1<=x<=20 \\ 1<=y<=x \end{array} \] Output Format Output a single integer, the nth number of the series Sample Input 0 432 O 11 Sample Output 0 2 Sample Input 1 \[ \begin{array}{l} 433 \\ 123 \\ \end{array} \] Sample Output 1 6


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Python function that solves the problem, using recursion: def find_nth_number(n, x, y, terms): if n <= x: return terms[n-1] else: return sum(find_nth_
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