$\"\"$

Let $\"\"$ represent the number of first babies produced and $\"\"$ represent the number of real babies produced.

In one hour, the company can produce $\"\"$ First Babies or $\"\"$ Real Babies.

Profit per doll of $\"\"$ is $\"\"$ .

At least twice as many First Babies must be produced, so $\"\"$ .

Time taken to produce one first baby is $\"\"$ hr.

Time taken to produce one real baby is $\"\"$ hr.

The company spends no more than $\"\"$ hours per week making these $\"\"$ dolls.

$\"\"$ .

Graph the functions $\"\"$ and $\"\"$ on the same graph.

(1).Draw the coordinate plane.

(2).Graph the functions.

Graph :

$\"\"$

Observe the graph :The vertices of the intersections are $\"\"$ and $\"\"$ .

The shaded represents the time spend by the company to manfacture the dolls.

Because $\"\"$ is greatest at $\"\"$ they need to produce $\"\"$ My Real Babies and $\"\"$ My First Babies.

Graph :

$\"\"$

To maxmize the profit the company must procuce $\"\"$ My Real Babies and $\"\"$ My First Babies.