CHAAYA PRAKASHINI (BENGALI)-বিবিধ অনুশীলনী-EXERCISE
- 2(sin^6theta+cos^6theta)-3(sin^4theta+cos^4theta)=?
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- int((x^4+1)dx)/((1-x^4)^(3/2))
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- prove that int(tanxdx)/(1-sinx)=1/2[(1)/(1-sinx)+logabs (secx-tanx)]+c
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- int(dx)/(cosx (5+3cosx))
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- int(dx)/(sinx (a+bcosx))
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- int(x^7dx)/(x^(12)-1)
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- int(dx)/(sqrtx+sqrt (2-x))
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- inte^x/(e^(2x)+4)dx
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- int(dx)/(x^4+4)
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- int((sintheta-costheta)d theta)/((sintheta+costheta) sqrt (sin^2thetac...
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- int(cos2x)/(1+3sin2x)dx
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- intsqrt(cotx)dx
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- intxsin^-1 sqrt ((2a-x)/(4a))dx
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- int(dx)/(sinx+cosx)
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- (1-x^4)/((1-x)(1+x)) =?
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- int(dx)/(cos^3xsqrt(sin2x))
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- int1^2 (x+1)/x^3 dx
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- intcos2thetalog((costheta+sintheta)/(costheta-sintheta))d theta
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- int(x+root3(x^2)+2root6x)/(x(1+root3x))dx
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- int((log(1+root6x))/(root3x+sqrtx)+(1)/(root3x+root4x))dx
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