All 13 tools have basic schemas and descriptions, but quality is mediocre. Descriptions are extremely terse (10-50 chars, well below the 194-char baseline for A+ tools). Parameter descriptions are minimal and lack context about constraints, ranges, or when to use each tool. No error handling guidance, no output schema documentation, and no composition hints. Tools are mathematically simple but lack production-grade polish. Naming is acceptable (verb_noun pattern) but descriptions fail to explain WHEN or WHY to call each tool.
Add two integers
Calculate the cube root of an integer
Calculate the cosine of an integer
Divide two integers
Calculate the factorial of an integer
Calculate the natural logarithm of an integer
Multiply two integers
Raise an integer to a power
Descriptions are critically short (10-50 chars vs 194-char baseline). 'Calculate the sine of an integer' lacks context: when should an LLM call this vs cos/tan? What does it return? No guidance on input constraints (e.g., radians vs degrees).
No output schema documentation. Tools return floats or ints, but LLMs cannot plan downstream calls without knowing the exact return type and structure. Divide returns float but multiply returns int, undocumented inconsistency.
No error handling guidance. Divide by zero, sqrt of negative, log of zero, factorial of negative, all will crash. No recovery hints for LLMs. E.g., 'Cannot divide by zero. Ensure divisor is non-zero.' would enable self-correction.
Inferred effective spec: <=2025-11-25.
| Scored | Grade | Overall | Spec posture | Rubric |
|---|---|---|---|---|
| 2026-09-23 | D | 50 | <=2025-11-25 | v2 |
Calculate the remainder of dividing two integers
Calculate the sine of an integer
Calculate the square root of an integer
Subtract two integers
Calculate the tangent of an integer
Parameter descriptions lack constraint details. 'The angle in radians' does not specify range, precision, or behavior at edge cases. 'The number to calculate the factorial of' does not state min/max (factorial(1000) will hang).
No composition hints. Tools are isolated; no guidance on which tools to chain. E.g., 'Use power(a, 0.5) as an alternative to sqrt(a)' or 'Call log(a) / log(b) to compute log base b' would help LLMs reason about tool relationships.