# How to draw the indifference curves for [closed]

$$u(x,y) = min(2x,y)+ y?$$

I don't understand how we can plot it. I know that there's going to be minimum so I am familiar with the cusp shape of perfect complements. But this looks like a quasilinear utility function. So how can I systematically plot it?

Here, as you can see when $$2x>y$$, $$U=y+y=2y$$ (Right hand side to the line of kink of $$2x=y$$ and when $$2x, $$U=2x+y$$ So, the Black curve denotes the utility function of 10 level of utility but you can draw for any with the kink line as $$2x=y$$.