1. ## functions AAAAAAAAHHHHHHH!

The production in board feet and the cost of manufacturing lumber at a sawmill are P(h)=300h and C(n)= 0.2n+9000 where P(h) is the number of board feet that can be produced in h hours and C(n) is the cost of producing n borafd feet. Find C of P of h and interpret its meaning.
This is what I have so far:
C(300h)= 0.2(300h) +9000
= 60h +9000
HELP!!!!!!!!

2. Originally Posted by iheartthemusic29
The production in board feet and the cost of manufacturing lumber at a sawmill are P(h)=300h and C(n)= 0.2n+9000 where P(h) is the number of board feet that can be produced in h hours and C(n) is the cost of producing n borafd feet. Find C of P of h and interpret its meaning.
This is what I have so far:
C(300h)= 0.2(300h) +9000
= 60h +9000
HELP!!!!!!!!
You have it correct! What's your question?

-Dan

3. yaaaay! so it says interpret its meaning.....so what does it mean?

4. $C(P(h)) = 60h + 9000$

$y = mx + b$
This is a linear function. So what can you say about the "C" intercept, when h = 0 (this equation's version of a y-intercept)? What can you say about the slope? (In this case 60).

-Dan