Use the following information to answer The function V(t)= 25000(0.88)' models the value of a car, t years after the car is purchased. 7. What does the 25000 represent in the equation? 7. A. The price the car is worth after t number of years. B. The initial cost of the car when it was purchased. C The percent decrease of the car. D. The amount of money the owner has in their pocket 8. Which of the following best describes this function? 8. A. Exponential Growth C. Linear Growth B. Exponential Decay D. Linear Decay 9. What percent of the car's value is lost each year? 9. A. 8.8% B. 88% C. 1.2% D. 12%

Use the following information to answer The function V(t)= 25000(0.88)' models the value of a car, t years after the car is purchased. 7. What does the 25000 represent in the equation? 7. A. The price the car is worth after t number of years. B. The initial cost of the car when it was purchased. C The percent decrease of the car. D. The amount of money the owner has in their pocket 8. Which of the following best describes this function? 8. A. Exponential Growth C. Linear Growth B. Exponential Decay D. Linear Decay 9. What percent of the car's value is lost each year? 9. A. 8.8% B. 88% C. 1.2% D. 12%

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Confidence Intervals

When we calculate intervals in probability and statistics, it can be simply termed as finding out a confidence interval. The confidence interval is usually calculated from the data set which is observed. The value of the parameter that needs to be calculated is present here only.

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this keeps telling me that this is graded but it’s only a test review I got from the internet. please help me in this problem with work and the final answer

Use the following information to answer
The function (t)
25000(0.88) models the value of a car, t years after the car is purchased.
7. What does the 25000 represent in the equation?
7.
A. The price the car is worth after t number of years.
B. The initial cost of the car when it was purchased.
C. The percent decrease of the car.
D. The amount of money the owner has in their pocket
8. Which of the following best describes this function?
8.
A. Exponential Growth
C. Linear Growth
B. Exponential Decay
D. Linear Decay
9. What percent of the car's value is lost each year?
9.
A. 8.8%
B. 88%
C. 1.2%
D. 12%

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