How to Solve Python Integer Rounding Problems with Simple Code
This article walks through a common Python integer‑rounding challenge, explains why a naïve solution fails, and presents three concise implementations—including a ceil‑based version and a ternary‑operator shortcut—complete with code snippets and visual examples.
Introduction
Hello, I’m a Python enthusiast. In a recent chat group a user asked a basic Python rounding question, and the discussion produced several solutions.
Implementation Process
The initial solution attempted to return different values based on the absolute number, but it produced an incorrect result for input 30 (expected 3, got 4). The code was:
def brf_cnt(consume_number):
if abs(consume_number) < 13:
return 1
elif 13 <= abs(consume_number) < 21:
return 2
else:
return consume_number // 10 + 1
if __name__ == '__main__':
consume_number = 33
print(brf_cnt(consume_number))A corrected approach uses math.ceil to round up:
import math
cl = math.ceil
nums = [10, 13, 20, 21, 30, 31, 33]
for i in nums:
if i < 13:
print(1)
else:
print(cl(i/10))Another community member offered a similar solution, and the original asker later posted his own version:
def money_people(x):
if x < 13:
return 1
else:
return (x - 1) // 10 + 1
print(money_people(20))This can be further simplified with a ternary expression:
def money_people(x):
return 1 if x < 13 else (x - 1) // 10 + 1All three implementations satisfy the problem requirements.
Conclusion
The article summarizes the Python rounding problem, provides multiple clear code solutions, and invites readers to join a Python learning group for further discussion.
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