1) Assume you deposited $6,000 into a retirement savings account today. The account will earn 8 percent interest per year, compounded annually. You will not withdraw any principal or interest until you retire in 48 years. Which one of the following statements is correct? A) The interest you earn in Year 7 will equal the interest you earn in Year 14. B) The interest amount you earn will double in value every year. C) The total amount of interest you will earn will equal $6,000 x .08 x 48. D) The present value of this investment is equal to $6,000. E) The future value of this amount is equal to $6,000 x (1+48)". 08

Principles of Accounting Volume 2
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ISBN:9781947172609
Author:OpenStax
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Chapter11: Capital Budgeting Decisions
Section: Chapter Questions
Problem 3PB: Use the tables in Appendix B to answer the following questions. A. If you would like to accumulate...
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1)
earn 8 percent interest per year, compounded annually. You will not withdraw any principal or
interest until you retire in 48 years. Which one of the following statements is correct?
Assume you deposited $6,000 into a retirement savings account today. The account will
A) The interest you carn in Year 7 will equal the interest you earn in Year 14.
B) The interest amount you earn will double in value every year.
C) The total amount of interest you will earn will equal $6,000 x .08 x 48.
D) The present value of this investment is equal to $6,000.
E) The future value of this amount is equal to $6,000 x (1 + 48)".
Transcribed Image Text:1) earn 8 percent interest per year, compounded annually. You will not withdraw any principal or interest until you retire in 48 years. Which one of the following statements is correct? Assume you deposited $6,000 into a retirement savings account today. The account will A) The interest you carn in Year 7 will equal the interest you earn in Year 14. B) The interest amount you earn will double in value every year. C) The total amount of interest you will earn will equal $6,000 x .08 x 48. D) The present value of this investment is equal to $6,000. E) The future value of this amount is equal to $6,000 x (1 + 48)".
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