Home
Class 12
MATHS
If f(x)={(x+lambda)^2 , x lt 0 and cos...

If `f(x)={(x+lambda)^2 , x lt 0 and cos x ,x leq 0` ,find possible values of a such that `f(x)` has local maxima at `x = 0`.

Promotional Banner

Similar Questions

Explore conceptually related problems

if f(x) ={underset( cos x " "x ge 0)((x+lambda)^(2) " " x lt 0). find possible values of lambda such that f(x) has local maxima at x=0

Let f(x) ={underset(x^(2) +xb " " x ge1)(3-x " "0le x lt1). Find the set of values of b such that f(x) has a local minima at x=1.

Let f(x) ={underset(x^(2) +xb " " x ge1)(3-x " "0le x lt1). Find the set of values of b such that f(x) has a local minima at x=1.

f(x)={cos(pix)/2,x >0, x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.

f(x)={cos((pix)/2),x >0, x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.

If f(x) = {sinx , x lt 0 and cosx-|x-1| , x leq 0 then g(x) = f(|x|) is non-differentiable for

f(x)={cos(pix)/2,x >0x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.

f(x)={cos(pix)/2,x >0x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.

f(x)={cos(pix)/2,x >0 x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.

f(x)={cos(pix)/2,x >0 x+a ,xlt=0 Find the values of a if x=0 is a point of maxima.