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AKSHRANAND PUBLICATION-સાતત્ય અને વિકલન-EXAMPLE
- d/dxsin^-1(cos 2x)=( 0 < x < 1)
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- f(x)=(x-2)(x-3),x in [2,3] પ્રમેયનો આચળાંકછે.
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- f(x)=x^2+x+1, x in [-1,1]માટે મધ્યકમાન પ્રમેય નો અચળકછે .
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- d/dx tanx^0=
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- d/dx sqrt(sin4x)=
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- d/dx(e^-(2 log x))=
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- x^2/a^2-y^2/b^2=1, તો dy/dx=
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- d/dx e^(x^2)=
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- d/dx log(1/x)= ( x > 0)
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- d/dx 3^(1-2x)=
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- d/dx log(e^n)x^n=
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- d/dx(e^(tan^-1 x+ cot^-1x))=,x in R
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- d/dx(log(a^n)x^n)=
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- જો f'(x)=f(x)અને f(0)=1 ,તો lim(x to 0)(f(x)-1)/x=
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- જો y=1+x/(1!)+x^2/(2!)+x^3/(3!)+..........., તો dy/dx=
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- tan^-1x નું cot^-1 x પ્રત્યેક વિકલીત =
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- d/dx e^(log(1+x))=
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- d/dxlog3sqrt(1+x^2)=
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- f(x)=(tan(pi/4-x))/(cos 2 x),x!=pi/4 વિધેય x=pi/4આગળ સતત હોય, તો f(pi...
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- f(x)={(cx+1,,x,le,3),(cx^2-1,,x,>,3):}વિધેય x=3 આગળ સતત હોય, તો c=
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