Home
Class 12
MATHS
[sqrt(a^(2)+x-(1)/(16))-(1)/(16),x>=-a,"...

[sqrt(a^(2)+x-(1)/(16))-(1)/(16),x>=-a," has two distinct real roots "],[[" are given by "," h "[-oo,0)],[" a "[0,1]," d "((3)/(4),oo)],[" 67.Let "g(x)=f(x)-1." If "f(x)+f(1-x)=2AA x in R," then "g(x)" is "],[" symmetrical abut "],[" a.Origin "," h.The line "x=(1)/(2)]]

Promotional Banner

Similar Questions

Explore conceptually related problems

Let g(x) = f(x) -1 . If f(x) + f(1-x) = 2AA x in R , then g (x)is symmetrical about a)the origin b)the line x=1/2 c)the point (1,0) d)the point (1/2,0)

Let g(x)=f(x)-1. If f(x)+f(1-x)=2AA x in R, then g(x) is symmetrical about.(a)The origin (b) the line x=(1)/(2) the point (1,0) (d) the point ((1)/(2),0)

The possible values of a such that the equation x^(2)+2ax+a=sqrt(a^(2)+x-(1)/(16))-(1)/(16),x>=-a has two distinct real roots are given by: [0,1] (b) [-oo,0][0,oo](d)((3)/(4),oo)

If f(x) = [x - 8] " & " g(x) = f(f(x)) AA x > 16 then g^1(x) equals

The possible values of a such that the equation x^2+2a x+a=sqrt(a^2+x-1/(16))-1/(16),xgeq-a , has two distinct real roots are given by: [0,1] (b) [-oo,0] [0,oo] (d) (3/4,oo)

The possible values of a such that the equation x^2+2a x+a=sqrt(a^2+x-1/(16))-1/(16),xgeq-a , has two distinct real roots are given by: (a) [0,1] (b) [-oo,0] (c) [0,oo] (d) (3/4,oo)

The possible values of a such that the equation x^2+2a x+a=sqrt(a^2+x-1/(16))-1/(16),xgeq-a , has two distinct real roots are given by: (a) [0,1] (b) [-oo,0] (c) [0,oo] (d) (3/4,oo)