Beavers and Sons makes two types of beaver costumes, an adult size and a child size. Due to
mand, Beavers and Sons needs to make at least 3 child costume and the company can only
make 13 costumes per day. You also can not make a negative number of adult costumes. The
adult size costs $60 to make and the child size costs $40 to make. The company can only spend
$600 on costume production,
What are some inequalities for this problem?

see the explanation

Step-by-step explanation:

Let

x ----> the number of adult size costume that Beavers and Sons makes per day

y ----> the number of child size costume that Beavers and Sons makes per day

we know that

Beavers and Sons needs to make at least 3 child costume and the company can only  make 13 costumes per day

so

----> inequality A

----> inequality B

You can not make a negative number of adult costumes.

so

----> inequality C

The company can only spend  $600 on costume production

so

----> inequality D

therefore

The inequalities for this problem are

----> inequality A

----> inequality B

----> inequality C

----> inequality D

graph #4 (last graph) depict the function   f(x)= -m(x-d)^1/5 i

step-by-step explanation:

we know that

m=slope

but in this function slope is -m that means slope is decreasing and it is decreasing by 1/5 points down the x-axis.

which is shown in graph four

a decreasing slope down x-axis by 1/5 points.

hence 4th graph is the right option for this.

put it on my bill

step-by-step explanation: