### Home > CC4 > Chapter 11 > Lesson 11.2.5 > Problem 11-109

11-109.

Examine the graph of functions *f*(*x*) and*g*(*x*) at right. Use the graph to approximate the values below (if possible). Homework Help ✎a.

*f*(0)b.

*g*(4)c.

*f*(2)d.

*g*(0)e.

*g*(2)f.

*f*(5)g.

*x*such that*f*(*x*) =*g*(*x*)

When *x* is 0 in the relation *f*(*x*), what is *y*?

*f*(0) = 3

When *x* is 4 in the relation *g*(*x*), what is *y*?

*g*(4) = 2

See the hint for part (a).

See the hint for part (b).

See the hint for part (b).

Is there a *y*-value for *f*(*x*) when *x* is 5?

For what *x* value are the two functions equal?