Question
The table below shows the value of a car ($ in thousands) and the time (in years) since it was purchased. Find the average rate of change in value from years 2 to 4. Exponential Decay: Example 2
A. -$3,450 per year
B. -$3,200 per year
C. -$6400 per year
D. -$3.20 per year
A. -$3,450 per year
B. -$3,200 per year
C. -$6400 per year
D. -$3.20 per year
Answers
GPT-4o mini
To calculate the average rate of change in value from years 2 to 4, we need the value of the car at years 2 and 4. Unfortunately, you have not provided the specific values from the table.
However, the formula for the average rate of change is:
\[
\text{Average Rate of Change} = \frac{\text{Value at Year 4} - \text{Value at Year 2}}{\text{Year 4} - \text{Year 2}}
\]
Once you provide the values at years 2 and 4, we can substitute them into the formula to calculate the average rate of change.
Could you provide the values at those years?
However, the formula for the average rate of change is:
\[
\text{Average Rate of Change} = \frac{\text{Value at Year 4} - \text{Value at Year 2}}{\text{Year 4} - \text{Year 2}}
\]
Once you provide the values at years 2 and 4, we can substitute them into the formula to calculate the average rate of change.
Could you provide the values at those years?