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6/10
Student: Rahul S.
JEE Main · Calculus
Evaluated
Scanned Upload
Step 1: ∫ x sin(x) dx
Step 2: = −x cos(x) − ∫ cos(x) dx
Step 3: = −x cos(x) − sin(x) + C
Exact Mistake Identified
In Step 2, using integration by parts, you missed the negative sign. The correct expansion gives +∫ cos(x) dx, not −∫ cos(x) dx.
Alternative Solution
Correct answer: −x cos(x) + sin(x) + C. The DI (tabular) method reaches the same result faster.
AI Subjective Paper Analysis

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Students scan or upload handwritten solutions. Our AI breaks down the working step-by-step, identifies the exact conceptual or calculation error, and provides the correct methodology with alternative solutions.

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6/10
Student: Rahul S.
Calculus Mid-Term (Scanned)
Evaluated
Scanned Upload
Step 1: ∫ x sin(x) dx
Step 2: = −x cos(x) − ∫ cos(x) dx
Step 3: = −x cos(x) − sin(x) + C
Exact Mistake Identified
In Step 2, using integration by parts, you missed the negative sign. The correct expansion gives +∫ cos(x) dx, not −∫ cos(x) dx.
Alternative Solution
Correct answer: −x cos(x) + sin(x) + C. The DI (tabular) method reaches the same result faster.
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