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RS AGGARWAL-DIFFERENTIATION-Exercise 10C
- cos^(-1)2x
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- tan^(-1)x^(2)
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- Differentiate the following with respect to x sec^(-1)sqrtx
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- "sin"^(-1)(x)/(a)
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- tan^(-1)(logx)
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- cot^(-1)(e^(x))
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- Differentiate with respect to x log(tan^(-1)x)
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- cot^(-1)x^(3)
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- sin^(-1)(cosx)=
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- (1+x^(2))tan^(-1)x
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- tan^(-1)(cotx)
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- log(sin^(-1)x^(4))
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- (cot^(-1)x^(2))^(3)
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- tan^(-1)(cos sqrtx)
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- tan(sin^(-1)x)
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- e^(tan^(-1)sqrtx)
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- sqrt(sin^(-1)x^(2))
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- If y=sin^(-1)(cos x)+cos^(-1)(sin x), prove that (dy)/(dx)=-2
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- Prove that (d)/(dx){2x tan^(-1)x-log (1+x^(2))}=2 tan^(-1)x.
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