Directions: Determine whether each of the following situation is Simply Annuity or General Annuity. Write your answers on the space provided. 1. A life insurance contribution paid monthly while the interest is compounded quarterly. 2. Your mom decided to join their office cooperative and agreed to contribute P1000 per month beginning in January 2020 which will earn 3% compounded monthly. 3. Your parents are planning to save for their retirement. To do this, they want to set aside a portion of their salaries and contribute monthly for their retirement funds which will earn 5% compounded quarterly. 4. Your eldest brother applied for a term life insurance. His contribution per year is P40 000 that earns 12% compounded monthly for 20 years. 5. A college educational plan earns 4% compounded quarterly and payments are made quarterly.

Directions: Determine whether each of the following situation is Simply Annuity or General Annuity. Write your answers on the space provided. 1. A life insurance contribution paid monthly while the interest is compounded quarterly. 2. Your mom decided to join their office cooperative and agreed to contribute P1000 per month beginning in January 2020 which will earn 3% compounded monthly. 3. Your parents are planning to save for their retirement. To do this, they want to set aside a portion of their salaries and contribute monthly for their retirement funds which will earn 5% compounded quarterly. 4. Your eldest brother applied for a term life insurance. His contribution per year is P40 000 that earns 12% compounded monthly for 20 years. 5. A college educational plan earns 4% compounded quarterly and payments are made quarterly.

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Similar questions

Grandparents plan to open an account on their grandchild's birthday and contribute each month until she goes to college. How much must they contribute at the beginning of each month in an investment that pays 7%, compounded monthly, if they want the balance to be $170,000 at the end of 18 years? (a) State whether the problem relates to an ordinary annuity or an annuity due. (b) Solve the problem. (Round your answer to the nearest cent.)
Your parents are planning to save for their retirement. A retirement plan is a financial arrangement made by an individual, employees/employers, insurance companies, and other institutions to replace employment income upon retirement. They target to accumulate P5000,000 in 10 years. To do this, they want to set aside a portion of their salaries and contribute monthly for their retirement funds. How much should they contribute per month if they have a chance to invest in an annuity that earns 5% compounded quarterly.
A self-employed person deposits $4,000 annually in a retirement account (called a Keogh or H.R. 10 plan) that earns 7 percent. Use Appendix A and Appendix C to answer the questions. Round your answers to the nearest dollar. How much will be in the account when the individual retires at the age of 65 if the savings program starts when the person is age 50?$ How much additional money will be in the account if the saver defers retirement until age 70 and continues the contributions?$ How much additional money will be in the account if the saver discontinues the contributions at age 65 but does not retire until age 70
1. General Annuity. your grandparents are planning to save for their retirement. They target to accumulate 10,000,000 in 10 years. to do this they want to set aside a portion of their salaries and contribute monthly for their retirement funds. How much should they contribute per month if they will have a chance to onvest in an annuity that earns 5% compounded quarterly? 2. Mr. david oscar joined their office cooperative and agreed to contribute 2,000 per month beggining in january 2019 Which will earn 3% compounded monthly. How much will be the future value of your mom's contribution at the end of april 2020/
A self-employed person deposits $2,000 annually in a retirement account (called a Keogh or H.R. 10 plan) that earns 8 percent. Use Appendix A and Appendix C to answer the questions. Round your answers to the nearest dollar. a. How much will be in the account when the individual retires at the age of 65 if the savings program starts when the person is age 40? $ b. How much additional money will be in the account if the saver defers retirement until age 70 and continues the contributions? c. How much additional money will be in the account if the saver discontinues the contributions at age 65 but does not retire until age 70? 2$
You annually invest $1,500 in an individual retirement account (IRA) starting at the age of 25 and make the contributions for 15 years. Your twin sister does the same starting at age 40 and makes the contributions for 25 years. Both of you earn 6 percent annually on your investment. What amounts will you and your sister have at age 65? Use Appendix A and Appendix C to answer the question. Round your answers to the nearest dollar. Amount on your account: $ Amount on your sister's account: $ Who has the larger amount at age 65? Select the larger amount.
You annually invest $1,500 in an individual retirement account (IRA) starting at the age of 20 and make the contributions for 15 years. Your twin sister does the same starting at age 30 and makes the contributions for 30 years. Both of you earn 6 percent annually on your investment. What amounts will you and your sister have at age 60? Use Appendix A and Appendix C to answer the question. Round your answers to the nearest dollar. Amount on your account: $ Amount on your sister's account: $ Who has the larger amount at age 60? the larger amount. -Select-
A retired couple plans to supplement their retirement income with monthly withdrawals of the interest earned on a retirement account which has a balance of $200,000. a. If the fund earns interest monthly at an APR of 6%, which the couple always withdraws from the account, how much is generated in interest each month? Round/take your answer to the nearest cent. Recall that APR stands for Annual Percentage Rate. $ ? b. Estimate (to the nearest tenth of a percent) the annual interest rate needed for this couple to be able to earn $1,350 per month in interest from this $200,000 account. Round your answer to the nearest tenth of a percent, e.g., 2.5%. %-?
You annually invest $1,500 in an individual retirement account (IRA) starting at the age of 30 and make the contributions for 15 years. Your twin sister does the same starting at age 40 and makes the contributions for 20 years. Both of you earn 7 percent annually on your investment. What amounts will you and your sister have at age 60? Use Appendix A and Appendix C to answer the question. Round your answers to the nearest dollar. Amount on your account: $ Amount on your sister's account: $ Who has the larger amount at age 60?
Your uncle named you beneficiary of his life insurance policy. The insurance company gives you a choice of ,100,000 or a 12 year annuity of 12,000 at the end of each year. What rate of return is the insurance company offering
Provide manual solutions for below mentioned problems. A social worker deposits a uniform amount of P12,000 at the end of each year in order to get a lump sum of money by the time she will retire at the end of 20 years. If the compound amount factor for this annuity is equal to 36.78559. 1. Compute the nominal interest rate.2. Determine how much will she receive at the end of 20 years.3. Determine the worth of the sinking fund factor in this fund invested. Answer. 1. 6% 2. P441,427.08 3. 0.027184557
You would like to have enough money saved to receive a $90,000 per year perpetuity after retirement. The annual interest rate is 8 percent. Required: How much would you need to have saved in your retirement fund to achieve this goal? a) Assume that the perpetuity payments start on the day of your retirement. b) Assume that the perpetuity payments start one year from the date of your retirement.

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