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ARIHANT MATHS-INDEFINITE INTEGRAL -Exercise For Session 6
- Evaluate the following integrals : int(x^(2)-1)/(x^(4)+1)dx
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- Solve for the value of x : (2x - 4)/(x + 7) = 5/7
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- Solve : (x + 5)/3 + (x - 4)/2 = 2x
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- int (dx)/((x+a)^(8/7)(x-b)^(6/7))=
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- int (dx)/((x+a)^(8/7)(x-b)^(6/7))=
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- The value of int{{[x]}}dx, where {.} and [.] denotes fractional part o...
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- If intf(x)cos x dx = 1/2 f^(2)(x)+C, then f(x) can be
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- int (dx)/((x+a)^(8/7)(x-b)^(6/7))=
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- The value of int (cos 8x-cos 7x)/(1+2 cos 5x)dx, is
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- int(cos5x+cos4x)/(1-2cos3x)dx " is equal to "
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