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Question
practice assignment 3.4 composition of functions
score: 70/80 answered: 7/8
question 8
the function ( d(p) ) gives the number of items that will be demanded when the price is ( p ).
the production cost, ( c(x) ), is the cost of producing ( x ) items.
to determine the cost of production when the price is $6, you would:
- solve ( c(d(p)) = 6 )
- solve ( d(c(x)) = 6 )
- evaluate ( c(d(6)) )
- evaluate ( d(c(6)) )
question help: video message instructor
Step1: Find demand at price $6$
\(D(6)\) gives quantity demanded when \(p=6\)
Step2: Find cost for that quantity
\(C(D(6))\) calculates cost of \(D(6)\) items
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Evaluate \(C(D(6))\)