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The initial value of a television is $1400. The television linearly depreciates to a value of $200 over 4 years. Find the value of the television in dollars, V, as a function of years, t. O A. V = -300t + 4200 O B. V = - 200t + 1400 O C. V = -300t + 1400 O D. V = - 200t + 2800 O E. V = -300t + 1200

The initial value of a television is $1400. The television linearly depreciates to a value of $200 over 4 years. Find the value of the television in dollars, V, as a function of years, t. O A. V = -300t + 4200 O B. V = - 200t + 1400 O C. V = -300t + 1400 O D. V = - 200t + 2800 O E. V = -300t + 1200

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter7: Exponents And Exponential Functions
Section7.7: Writing Exponential Functions
Problem 37PFA
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The initial value of a television is $1400. The television linearly depreciates to a value of $200 over 4 years. Find the value of the television in dollars, V, as a function of years t. O A. V = -300t + 4200 O B. V = - 200t + 1400 O C. V = 300t + 1400 O D. V = - 200t + 2800 O E. V = -300t + 1200
Transcribed Image Text:The initial value of a television is $1400. The television linearly depreciates to a value of $200 over 4 years. Find the value of the television in dollars, V, as a function of years t. O A. V = -300t + 4200 O B. V = - 200t + 1400 O C. V = 300t + 1400 O D. V = - 200t + 2800 O E. V = -300t + 1200
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