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The cost of manufacturing a particular videotape is c(x) = 9,000 + 7x, where x is the number of tapes produced. The average cost per tape, denoted by c (x), is found by dividing c(x) by x. Find c(x). OA. 16 OB. 22 OC. Does not exist OD. 10 lim x-1,000 ACCED

The cost of manufacturing a particular videotape is c(x) = 9,000 + 7x, where x is the number of tapes produced. The average cost per tape, denoted by c (x), is found by dividing c(x) by x. Find c(x). OA. 16 OB. 22 OC. Does not exist OD. 10 lim x-1,000 ACCED

College Algebra
College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter4: Rational Functions And Conics
Section4.2: Graphs Of Rational Functions
Problem 88E
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The cost of manufacturing a particular videotape is c(x) = 9,000+ 7x, where x is the number of tapes produced. The average cost per tape, denoted by c (x), is found by dividing c(x) by x. Find lim c(x). x-1,000 OA. 16 OB. 22 OC. Does not exist OD. 10
Transcribed Image Text:The cost of manufacturing a particular videotape is c(x) = 9,000+ 7x, where x is the number of tapes produced. The average cost per tape, denoted by c (x), is found by dividing c(x) by x. Find lim c(x). x-1,000 OA. 16 OB. 22 OC. Does not exist OD. 10
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