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Let F Be Differentiable For All X. If F(1)=-2 And F(x) Greater Then Equal To 2 For XE [1,6], Then
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The Range Of The Function F(x)=^7-x Px-3 Is
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Let F(x)= 1-tanX/4x-pie, X Not Equal To Pie/4, XE[0,pie/2], If F(x) Is Continuous In [0,pie/2], Then F(pie/4) Is
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If F:R-->R Satisfies F(x+y)=f(x)+f(y), For All X, YE R And F(1)=7, Then The Sum From R Equal 1 To N F(r) Is
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If LimX-->0 Log(3+x)-log(3-x)/x = K, Then The Value Of K Is
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LimX-->infinity LogX^n -[x]/[x], NEN, ([x] Denotes Greatest Integer Less Than Or Equal To X)
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The Function F(x)={tanX/x , X Not Equal To 0. 1, X =0 Is
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If F(x)={e^x +ax, X<0 B(x-1)^2, X<0 X Greater Then Equal To 0 Is Differentiable At X=0, Then (a,b) Is
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If F(x)={x,x Greater Than Equal To 0 -x, X<0, Then
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Consider F(x)={x^2/|x|, X Not Equal To 0 0, X=0
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If F(x)=|x-3|, Then F Is
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If (x)={x E^(1/x) -e^(-1/x)/e^(1/x) +e^(-1/x), X Not Equal To 0 0, X=0 Then Which Of The Following Is True
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The Function Y=e^-|x| Is
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The Period Of The Function F(x)=|sinX|+|cosX| Is
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A Differentiable Function F(x) Is Defined For All X>0 And Satisfies F(x^3)=4x^4 For All X>0. The Value Of F(8) Is
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A Function F(x) Is Defined As Follows For Real X F(x)={1-x^2, For X<1 0, For X=1, Then 1+x^2, For X>1
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The Graph Of F(x) Is Given In The Figure. |f(x)| Is Non Differentiable At X= (in The Interval (-1,3))
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Let F(x)={x^p Sin1/x, X Not Equal To 0 0, X=0 Then F(x) Is Continuous But Not Differentiable At X=0 If
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If F(x)=|x|, Then F(x) Is
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The Function F(x)=sin|x| Is
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Let F:(-1,1)-->R Be A Differentiable Function With F(0)=-1 And F(0)=1. Let G(x)=[f(2f(x)+2)]^2. Then G(0)=
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The Set Of Points Where F(x)=x/1+|x| Is Differentiable
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2021 JEE Mains Test Center At USA
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F(x)=x+|x| Is Continuous For
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Let A Function F:R-->R Where R Is The Set Of Real Nos. Satisfying The Equation F(x+y)=f(x)+f(y) For All X, Y If F(x) Is Continuous At X=0, Then
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