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A 1970 comic book has appreciated 10% per year and originally sold for $0.35. What will it be worth in 2010? Time period (t) Knowns $0.35 A(t) A(t) A(t) = A(t) = A(t) = (1 t r)* (1 + (---) (-___ Initial (a) %3D r= 10% 40 (subtract 2010 from 1970) .10 %3D %3D %3D Unknown A(t)

A 1970 comic book has appreciated 10% per year and originally sold for $0.35. What will it be worth in 2010? Time period (t) Knowns $0.35 A(t) A(t) A(t) = A(t) = A(t) = (1 t r)* (1 + (---) (-___ Initial (a) %3D r= 10% 40 (subtract 2010 from 1970) .10 %3D %3D %3D Unknown A(t)

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter2: Functions
Section2.4: Average Rate Of Change Of A Function
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Using the information that is already given, find the answers to the blanks.
e result for ele. E E Untitled document -.. rea LA Meet Time period (t) Let's try together A 1970 comic book has appreciated 10% per year and originally sold for $0.35. What will it be worth in 2010? Rate of change (r) Time period (t) Knowns $0.35 A(t) = A(t) = A(t) = A(t) = A(t) = (1 t r)* (1 + (---)- Initial (a) 10% 10 t. 40 (subtract 2010 from 1970) Unknown A(t) Substitute & solve Il | | I|
Transcribed Image Text:e result for ele. E E Untitled document -.. rea LA Meet Time period (t) Let's try together A 1970 comic book has appreciated 10% per year and originally sold for $0.35. What will it be worth in 2010? Rate of change (r) Time period (t) Knowns $0.35 A(t) = A(t) = A(t) = A(t) = A(t) = (1 t r)* (1 + (---)- Initial (a) 10% 10 t. 40 (subtract 2010 from 1970) Unknown A(t) Substitute & solve Il | | I|
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