A dairy spends $26,000 per year to maintain its barns and equipment. It costs $3000 per year to feed and care for each dairy COW. (a) Using C for the number of dairy cows and E for the total yearly expense, in dollars, find a formula that gives the total yearly expense as a linear function of the number of dairy cows. E = (b) Use functional notation to express the total expense if the dairy has 20 cows. OE(20) E(20C) 20E E(26,000) E(3000) (c) Calculate the value from part (b). $ tA

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Author:HOUGHTON MIFFLIN HARCOURT
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Chapter3: Graphing Linear Functions
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A dairy spends $26,000 per year to maintain its barns and equipment. It costs $3000 per year to feed and care for each dairy
COW.
(a) Using C for the number of dairy cows and E for the total yearly expense, in dollars, find a formula that gives the total yearly
expense as a linear function of the number of dairy cows.
E =
(b) Use functional notation to express the total expense if the dairy has 20 cows.
OE(20)
E(20C)
20E
E(26,000)
E(3000)
(c) Calculate the value from part (b).
$
tA
Transcribed Image Text:A dairy spends $26,000 per year to maintain its barns and equipment. It costs $3000 per year to feed and care for each dairy COW. (a) Using C for the number of dairy cows and E for the total yearly expense, in dollars, find a formula that gives the total yearly expense as a linear function of the number of dairy cows. E = (b) Use functional notation to express the total expense if the dairy has 20 cows. OE(20) E(20C) 20E E(26,000) E(3000) (c) Calculate the value from part (b). $ tA
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