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NAVNEET PUBLICATION - MAHARASHTRA BOARD-QUESTION BANK 2021-INDEFINITE INTEGRATION
- int sqrtx sec(x)^((3)/(2)) tan (x)^((3)/(2)) dx
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- int (cos 2x)/(sin^(2) x) dx
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- int(cos 2x)/((sin x + cos x)^(2)) dx " is equal to : "
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- int (2+cot^(2) x) dx
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- int (x)/(x+2) dx
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- "I=int(sin x)/(1+sin x)*dx
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- int(2x-7)/(sqrt(4x-1))*dx
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- int (1)/(4x+5x^(-11))dx
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- Evaluate: inte^(3logx)(x^4+1)^(-1)\ dx
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- int (sin (x-a))/(cos (x+b))ax
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- int cos^(7) x dx
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- int (x^(7))/((1+ x^(4))^(2)) dx
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- 6. int(1)/(sqrt(2x^(2)-5))*dx
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- Evaluate: int(log(logx)/x\ dx
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- Evaluate: intx^2sqrt(a^6-x^6)dx
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- int sqrt(4^(x) (4^(x) + 4))dx
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- int [cosec (log x)] [1-cot (log x)] dx
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- int (cos 2x)/(sin^(2) x cos^(2)x) dx = ?
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- int sin 4x cos 3x dx
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- int(e^xlog(sine^x))/(tan(e^x)dx
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