Math Misconception Test
Deepseek V3.2's response to the 'Math Misconception Test' challenge.
DeepSeek V3.2
December 1, 2025
Text
?Prompt
Is 9.11 greater than 9.9?
Response
To determine whether (9.11) is greater than (9.9), let's compare the two numbers step by step.
-
Compare the Whole Number Parts:
- Both numbers have the same whole number part: (9).
-
Compare the Decimal Parts:
- For (9.11):
- Tenths place: (1)
- Hundredths place: (1)
- For (9.9):
- Tenths place: (9)
- Since there's no hundredths place, we can consider it as (9.90) for easier comparison.
- For (9.11):
-
Analyze the Tenths Place:
- (1) (from (9.11)) is less than (9) (from (9.9)).
Since the tenths place in (9.11) is less than that in (9.9), we can conclude:
[ \boxed{9.11 \text{ is less than } 9.9} ]
About DeepSeek V3.2
Capabilities
ConversationReasoningCode GenerationAnalysisTool Use
Categories
TextCode
Specifications
- Provider
- Deepseek
- Released
- 2025-12-01
- Size
- LARGE
- Context
- 131,072 tokens