A farmer has 1 horse and 6 cows. • The horse eats an average of 15 pounds of hay per day. • Each cow produces an average of 6.5 gallons of milk each day. Part A If the farmer has a stock of 4, 280 pounds of hay, and the function f(d) = 4, 280 – 15d represents the amount of hay remaining after d days, which statement is true? O The value f(20) = 300, and it represents the pounds of hay eaten after 20 days. O The value f(20) = 300, and it represents the pounds of hay remaining after 20 days. O The value f(20) = 3, 980, and it represents the pounds of hay eaten after 20 days. O The value f(20) = 3, 980, and it represents the pounds of hay remaining after 20 days.
A farmer has 1 horse and 6 cows. • The horse eats an average of 15 pounds of hay per day. • Each cow produces an average of 6.5 gallons of milk each day. Part A If the farmer has a stock of 4, 280 pounds of hay, and the function f(d) = 4, 280 – 15d represents the amount of hay remaining after d days, which statement is true? O The value f(20) = 300, and it represents the pounds of hay eaten after 20 days. O The value f(20) = 300, and it represents the pounds of hay remaining after 20 days. O The value f(20) = 3, 980, and it represents the pounds of hay eaten after 20 days. O The value f(20) = 3, 980, and it represents the pounds of hay remaining after 20 days.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:A farmer has 1 horse and 6 cows.
• The horse eats an average of 15 pounds of hay per day.
• Each cow produces an average of 6.5 gallons of milk each day.
Part A
If the farmer has a stock of 4, 280 pounds of hay, and the function f(d) = 4, 280 – 15d represents the amount of hay remaining after d days, which statement is true?
O The value f(20) = 300, and it represents the pounds of hay eaten after 20 days.
O The value f(20) = 300, and it represents the pounds of hay remaining after 20 days.
O The value f(20) = 3, 980, and it represents the pounds of hay eaten after 20 days.
O The value f(20) = 3,980, and it represents the pounds of hay remaining after 20 days.
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