For first equation, it's true only for x = -1/2
Now you can draw the graphs of two equations : x = -.5 and y = k - | x+.5 |
So I see that for any K it intersects only at one point.
Value of k for which 4x2+4x+1=0 has exactly one point of intersection with k-|x+(1/2)| is equal to:
a) 1
b) 2
c) 3/2
d) 3/4?
For first equation, it's true only for x = -1/2
Now you can draw the graphs of two equations : x = -.5 and y = k - | x+.5 |
So I see that for any K it intersects only at one point.