An arithmetic sequence is a sequence of values where successive values have a common difference. For example, 2,5,8,11,... is an arithmetic sequence starting at 2 with a common difference of 3. We call the starting point s and the difference d. Fill in the missing lines below to write a recursive Python function called arithmetic that takes values for s, d, and n, and returns the nth term of the arithmetic sequence. For example, given the main function: def main(): for i in range(1,6): print(arithmetic(2,3,i)) the output will be: 2 5 8 11 14 Note: No marks will be given for a non-recursive solution. Code with missing lines: # Line 1 # Line 2 # Line 3 # Line 4 # Line 5 Matching each line of code below to its proper line number (Line 1 to Line 5), indicated in the partial code above, to solve the problem. Some lines of code will not be used at all; for these you would select option 6 (i.e., Not Used) from the list of options - do not leave these blank. Question 8 options: return d + arithmetic(s,d,n-1) return arithmetic(s,d,n+d) if n==1: def arithmetic(): return 0 def arithmetic(s,d,n): if n==s: else: return s elif n==d: 1. Line 1 2. Line 2 3. Line 3 4. Line 4 5. Line 5 6. Not Used

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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An arithmetic sequence is a sequence of values where successive values have a common difference.

For example, 2,5,8,11,... is an arithmetic sequence starting at 2 with a common difference of 3. We call the starting point s and the difference d.

Fill in the missing lines below to write a recursive Python function called arithmetic that takes values for s, d, and n, and returns the n^th term of the arithmetic sequence.

For example, given the main function:

def main(): for i in range(1,6): print(arithmetic(2,3,i))

the output will be:

2 5 8 11 14

Note: No marks will be given for a non-recursive solution.

Code with missing lines:

# Line 1 # Line 2 # Line 3 # Line 4 # Line 5

Matching each line of code below to its proper line number (Line 1 to Line 5), indicated in the partial code above, to solve the problem. Some lines of code will not be used at all; for these you would select option 6 (i.e., Not Used) from the list of options - do not leave these blank.

Question 8 options:

	return d + arithmetic(s,d,n-1)
	return arithmetic(s,d,n+d)
	if n==1:
	def arithmetic():
	return 0
	def arithmetic(s,d,n):
	if n==s:
	else:
	return s
	elif n==d:

1.	Line 1
2.	Line 2
3.	Line 3
4.	Line 4
5.	Line 5
6.	Not Used

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