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KUMAR PRAKASHAN-CONTINUITY AND DIFFERENTIABILITY-Textbook based MCQs
- [(d)/(dx) sec^(-1)x](x = -3)=…….
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- (d)/(dx) (x^(x))= ….(x gt 0)
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- (d)/(dx) (sin^(-1)x + cos^(-1) x)=……..(|x| lt 1)
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- (d)/(dx) (a^(a))= ……(a gt 0)
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- (d)/(dx) (e^(5x))= …….
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- (d)/(dx) (log |x|)= ……..(x ne 0)
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- (d)/(dx) (sin^(3)x)= …….
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- (d)/(dx) (tan^(n)x)= ……..
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- If f(x)= {(ax+b,1le x lt 5),(7x-5,5 le x lt 10),(bx + 3a,x ge 10):} is...
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- If f(x)= {((x^(2))/(a)-a",",x lt a),(0",",x=a),(a-(x^(2))/(a)",",x gt ...
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- If f(x)= {(x",",x in {0, 1}),(1",",x ge 1):} then, ……
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- (d)/(dx). ((1)/(log|x|))= …….
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- If y= a sin x + b cos x then, y^(2) + (y(1))^(2)= ……. (a^(2) + b^(2) n...
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- (d)/(dx) (x^(2) + sin^(2) x)^(3) =…….
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- (d)/(dx) ( sqrt(x sin x))= …… (0 lt x lt pi)
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- (d)/(dx) (e^(sin^(-1)x + cos^(-1) x))= …….(|x| lt 1)
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- If function f(x) is continuous at x= 0, f(x)= {((sin (4x))/(9x)",",x n...
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- If x= a t^(2), y= 2 a t" then " (dy)/(dx) = …., where t ne 0
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- (d)/(dx) (log(5) x^(2))= ……..
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- Derivative of tan^(-1)x w.r. to cot^(-1)x is ……. Where x in R
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