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NAVNEET PUBLICATION - MAHARASHTRA BOARD-QUESTION BANK 2021-INDEFINITE INTEGRATION
- 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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- int (1)/(x(x^(3)-1))dx
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- If f'(x)= x-(3)/(x^(3)), f(1) = (11)/(2) find f(x)
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- int ((x^(2)+2)(a^((x+tan^(-1)x)))/(x^(2)+1)) dx is equal to
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- int(5x^(2)+4x+7)/(sqrt((2x+3)^(3)))dx=
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- int sqrt((9+x)/(9-x))dx
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- int (1)/(4x^(2)-20x+17)dx
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- Evaluate int (sin x)/(sin 3x) dx
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- int(1)/(2+cos x-sin x)dx
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- Evaluate int sec^(3)x dx.
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- Evaluate: intsin(logx)\ dx
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- int sec^(2)x sqrt(tan^(2) x+tan x-7)dx
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- inte^(sin^(-1)x)((x+sqrt(1-x^2))/(sqrt(1-x^2)))dx=
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