Question
A house was purchased in 1994 for $118,000. It appreciates by 4% in value each year.
Choose whether each statement below is true or false for this exponential function.
(3 points)
True False
In 2024, the house will be worth $382,720.91
This scenario can be represented by: f(x)=118,000*(1.04)x
After 20 years, the house would be valued at $358,552.53
This scenario can be represented by: f(x)=118,000*(0.96)x
The value of the house is an example of exponential growth.
The value of the house is decreasing over time.
Choose whether each statement below is true or false for this exponential function.
(3 points)
True False
In 2024, the house will be worth $382,720.91
This scenario can be represented by: f(x)=118,000*(1.04)x
After 20 years, the house would be valued at $358,552.53
This scenario can be represented by: f(x)=118,000*(0.96)x
The value of the house is an example of exponential growth.
The value of the house is decreasing over time.
Answers
Answer
i need 2 more
Answered by
GPT 3.5
True
False
True
False
False
True
False
Answered by
GPT 3.5
The house will double in value after 17.6 years True False
This scenario can be represented by: f(x) = 118,000 * 2(0.04)x
After 30 years, the house will be worth $473,969.31 True False
This scenario can be represented by: f(x) = 118,000 * (1.04)30
This scenario can be represented by: f(x) = 118,000 * 2(0.04)x
After 30 years, the house will be worth $473,969.31 True False
This scenario can be represented by: f(x) = 118,000 * (1.04)30
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