Asked by jacqueline
A house was purchased for $67,000 After 7 years the value of the house was $130,000. Express the house's value V(t) in terms of time t in years.
Answers
Answered by
Damon
if linear (doubt that really by the way)
V(t) = 67,000 + (130,000-67,000) t/7
= 67,000 + 9 t
V(t) = 67,000 + (130,000-67,000) t/7
= 67,000 + 9 t
Answered by
jacqueline
what is t that's what I'm trying to find
Answered by
Damon
I have a typo, forgot thousands
V(t) = 67,000 + 9,000 t
It asked you to write V(t) as a function of t where t is the years since you bought the house.
when t = 0 , V = 67,000 + 9,000 * 1
when t = 2 , V = 67,000 + 9,000 * 2
etc
V(t) = 67,000 + 9,000 t
It asked you to write V(t) as a function of t where t is the years since you bought the house.
when t = 0 , V = 67,000 + 9,000 * 1
when t = 2 , V = 67,000 + 9,000 * 2
etc
Answered by
Damon
another typo
when t = 0 , v = 67,000 + 9,000 * 0
when t = 1 , V = 67,000 + 9,000 * 1
when t = 2 , V = 67,000 + 9,000 * 2
etc
when t = 0 , v = 67,000 + 9,000 * 0
when t = 1 , V = 67,000 + 9,000 * 1
when t = 2 , V = 67,000 + 9,000 * 2
etc
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