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RD SHARMA ENGLISH-INDEFINITE INTEGRALS-All Questions
- Evaluate: inttan^4x dx
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- Evaluate: intcot^3x\ dx
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- intcot^4x dx
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- Prove that: inttan^n x\ dx=1/(n-1)tan^("n"-1)x-inttan^(n-2)x\ dx
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- Evaluate: (i) inttan^3xsec^2x\ dx (ii) inttanxsec^4x\ dx
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- Evaluate: (i) inttan^5xsec^4x\ dx (ii) intsec^6xtanx\ dx
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- Evaluate: inttan^5x\ dx
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- Evaluate: (i) intsec^4 2x\ dx (ii) intcos e c^4\ 3x\ dx
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- Evaluate: (i) intcot^n x\ cos e c^2\ x\ dx ,\ \ n!=-1 (ii) intcot^5x\...
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- Evaluate: (i) intcot^5x\ dx (ii) intcot^6x\ dx
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- Evaluate: intsin^3xcos^4x\ dx
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- Evaluate: intsin^2xcos^5x\ dx
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- Evaluate: intsin^3xcos^5x\ dx
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- Evaluate: intcos^3x\ e^(logsinx)\ dx .
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- Evaluate: int(sin^4x)/(cos^8x)\ dx
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- Evaluate: int1/(sqrt(sin^3xcos^5x))\ dx
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- Evaluate: intsec^(4setminus3)x\ cos e c^(8setminus3)\ x\ dx
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- Evaluate: int((sin^2x)/(cos^(14)x))^(1/3) dx
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- Evaluate: (i) intsin^4xcos^3x\ dx (ii) intsin^5x\ dx
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- Evaluate: (i) intcos^5x\ dx (ii) intsin^5xcosx\ dx
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