Mathematics · JEE

Integral as an anti-derivative Short Tricks for JEE

1+ syllabus-aligned questions available

Quick answer

Short tricks for Integral as an anti-derivative work only with strong fundamentals. Apply the tips below in timed sets and review every explanation.

Use these Integral as an anti-derivative shortcuts to save time in JEE Mathematics papers — then validate speed with 1+ MCQs on Goodmarks.

Short tricks for speed

  • Integral as an anti-derivative focus drill

    Solve 15 mixed MCQs for Integral as an anti-derivative, review every explanation, and note formulas you hesitated on.

  • Calculus substitution scan

    Spot standard forms (sin²x, 1/(a²+x²), e^ax) before integrating — JEE rewards pattern recognition.

  • Graph sketch shortcut

    For coordinate geometry, mark intercepts and asymptotes first; many MCQs need only qualitative graph features.

Free sample questions

Attempt 1 free MCQs for Integral as an anti-derivative. Unlock the full bank with Pro.

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Q1MathsUnit 8: Integral Calculus
If f(x)log(sinx)dx=log[logsinx]+c\int \frac{\boldsymbol{f}(\boldsymbol{x})}{\log (\sin \boldsymbol{x})} \boldsymbol{d} \boldsymbol{x}=\log [\log \sin \boldsymbol{x}]+\boldsymbol{c} thenf(x)=\operatorname{then} f(x)=\dots

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Frequently asked questions

Are short tricks enough for Integral as an anti-derivative in JEE?

No — tricks complement concepts. Master the theory first, then use shortcuts in timed MCQ practice.