Let `f(x)={a x^2+1,x gt 1`; `x+1/2,x lt =1.t h e n ,f(x)` is derivable at `x=1,` if `a=2` (b) `a...

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If `f(x)= ax^2-b, |x| lt1 ` and `f(x)=-1/|x|, |x| gt=1` is derivable at `x=1` then find values If `f(x)= ax^2-b, |x| lt1 ` and `f(x)=-1/|x|, |x| gt=1` is derivable at `x=1` then find values
If `f(x)=[ax^2-b , if |x| lt1],[1/|x| , if |x| gt=1]` is differentiable at x=1 find a,b If `f(x)=[ax^2-b , if |x| lt1],[1/|x| , if |x| gt=1]` is differentiable at x=1 find a,b
If f(x)={{:(,ax^(2)-b,|x|lt 1),(,(1)/(|x|),|x| ge1):} is differentiable at x=1, then | 12 | CON... If f(x)={{:(,ax^(2)-b,|x|lt 1),(,(1)/(|x|),|x| ge1):} is differentiable at x=1, then | 12 | CON...
If f(x)={■(ax^2+1,&x Leasthenequalto 1@x^2+ax+b,&xLeasthen1)┤ is differentiable at x=1, then ...👇 If f(x)={■(ax^2+1,&x Leasthenequalto 1@x^2+ax+b,&xLeasthen1)┤ is differentiable at x=1, then ...👇
HOW TO FIND DERIVATIVE IN CALCULATOR HOW TO FIND DERIVATIVE IN CALCULATOR
If `f(x)={{:(,ax^(2)-b,|x|lt 1),(,(1)/(|x|),|x| ge1):}` is differentiable at x=1, then If `f(x)={{:(,ax^(2)-b,|x|lt 1),(,(1)/(|x|),|x| ge1):}` is differentiable at x=1, then
Let f(x) = 1/|x| for |x|≥1 & ax^2 +b for|x| less than 1. If f(x) is continuous and differentiable at Let f(x) = 1/|x| for |x|≥1 & ax^2 +b for|x| less than 1. If f(x) is continuous and differentiable at
`f : R - gt R`, where `f(x)=(x^2+ax+1)/(x^2+x+1)` Complete set of values of `f : R - gt R`, where `f(x)=(x^2+ax+1)/(x^2+x+1)` Complete set of values of 'a' such that `f