14. A lumber company considers their weekly revenue R (in units of thousands of dollars) as a function S of the price of cedar lumber in dollars per kilogram. Furthermore, the price of cedar lumber is a function g of the price u of unprocessed cedar wood, in dollars per kilogram. These functions are graphed below. R 100 75 3. e =g(w) 50 R=f(e) 25 0 1 2 3 4 01 2 3 If the price per kilogram of unprocessed cedar wood increases from $2 to $2.01, approximately what will be the resulting change in weekly revenue for the lumber company? Answer: About -$125
14. A lumber company considers their weekly revenue R (in units of thousands of dollars) as a function S of the price of cedar lumber in dollars per kilogram. Furthermore, the price of cedar lumber is a function g of the price u of unprocessed cedar wood, in dollars per kilogram. These functions are graphed below. R 100 75 3. e =g(w) 50 R=f(e) 25 0 1 2 3 4 01 2 3 If the price per kilogram of unprocessed cedar wood increases from $2 to $2.01, approximately what will be the resulting change in weekly revenue for the lumber company? Answer: About -$125
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:14. A lumber company considers their weekly revenue R (in units of thousands of dollars) as a function
f of the price of cedar lumber ( in dollars per kilogram. Furthermore, the price of cedar lumber f is
a function g of the price u of unprocessed cedar wood, in dollars per kilogram. These functions are
graphed below.
R
100
75
3.
e = g(w)
50
R= f(e)
25
w
0 1
4
1
3.
4.
If the price per kilogram of unprocessed cedar wood increases from $2 to $2.01, approximately what
will be the resulting change in weekly revenue for the lumber company?
Answer: About -$125
2.
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