Mr. Alvarez bought a house in October 2001 for $320,000. In October 2014 it was worth $268,000. Assuming a constant annual rate of decrease in value, what function is the best model for the value of the house in dollars, where t is the number of years after 2001? f( t) = 268,000(0.986452) A f(t) = 320,000(0.986452) B t f( t) = 268,000(1.013735) t C f( t) = 320,000(1.013735) Nex Back

Principles of Accounting Volume 1
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Chapter11: Long-term Assets
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Mr. Alvarez bought a house in October 2001 for $320,000. In October 2014 it was worth $ 68, 000 . Assuming a constant annual rate of decrease in value, what function is the best model for the value of the house in dollars, where t is the number of years after 2001?
Mr. Alvarez bought a house in October 2001 for $320,000. In October 2014 it was worth $268,000. Assuming a constant
annual rate of decrease in value, what function is the best model for the value of the house in dollars, where t is the
number of years after 2001?
f( t) = 268,000(0.986452)
t
f( t) = 320,000(0.986452) *
f( t) = 268,000(1.013735)
C
%3D
f( f) = 320,000(1.013735)
Next
Вack
Transcribed Image Text:Mr. Alvarez bought a house in October 2001 for $320,000. In October 2014 it was worth $268,000. Assuming a constant annual rate of decrease in value, what function is the best model for the value of the house in dollars, where t is the number of years after 2001? f( t) = 268,000(0.986452) t f( t) = 320,000(0.986452) * f( t) = 268,000(1.013735) C %3D f( f) = 320,000(1.013735) Next Вack
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