Find count of this functions roots:$\sqrt{x+1}-x^2+1=0$ There is an equation here:
$$\sqrt{x+1}-x^2+1=0$$
Now we want to write the equation $f(x)$ like $h(x)=g(x)$ in a way that we know how to draw h and g functions diagram.
Then we draw the h and g function diagrams and find the common points of them. So it will be number of the $f(x)$ roots that here is the equation mentioned top.
Actually now my problem is with drawing the first equation's diagram
I want you to draw its diagrams like $\sqrt{x-1}$ syep by step. Please help me with it!

Guide:


*

*First draw $\sqrt{x}$.

*Now think of having drawn $h(x)$, how would you draw $h(x\color{red}+1)$.
