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- You are just retired, You pension company promised you that they will pay you $25,000 a year for 30 years. The first payment you will receive is a year from now. The market interest rate is 5% per year. a) What is the present value of you pension if the payment you receive will be the same for 30 years? b) What is the present value of your pension if the payment you receive will grow 3% per year to combat inflation?Suppose you think if you were to retire right now, you would have needed $50,000 each year to supplement your social security and maintain your desired lifestyle. But because there is on average 3% annual inflation, when you retire 30 years from now, you need more than $50,000 per year to maintain the lifestyle you like. How much will be equivalent to $50,000 at retirement time when adjusted for inflation? What will be the face value of the bond that yields the equivalent of $50,000, found in #4 of Part B in coupon payment? How much annual payment in the retirement account is needed to accumulate the amount needed to purchase the bond when retiring? What is the purchase power of the amount that will be received by your inheritors, measured in the current value of $ at the time of opening the retirement account? (Hint: First calculate what the future value will be in 30 years, which is equivalent to $50,000 now and then solve the rest of the problem).Malia has been working at the Sobey's warehouse for 11 years. If Malia's total pensionable earnings at the end of 2022 are $28,878.50, what is her required CPP contribution for the tax year of 2022? Question 28 options: $1,446.57 $1,429.49 $0 $1,646.07 $1,256.24
- Jack received a $4,000 raise this year; this increased his salary as an associate television producer from $35,500 to $39,500. What percentage increase in nominal income did Jack receive? 14.6 percent 11.3 percent 10.1 percent 8.2 percentAn inflation-adjusted pension provides for continuous payments over the next 10 years at the rate of 20,000 e dollars per year t years from now. Suppose the applicable interest rate is 4% p.a. compounded continuously over the next 10 years. Find the present value of this pension, and also find the total dollars that is paid out. PV = Total paid out =PLS HELP ASAP ON BOTH
- n Padayappa has now retired after 40 years of employment. He just made an annual deposit to his investment portfolio and realized he has $2,500,000 (not counting home, cars, furniture, etc.). His money has been earning 7 percent per year, and inflation has been running 4 percent per year over the past 40 years. Part a Part b @ 2 Your answer is incorrect. What is the buying power of his $2,500,000 in terms of a base 40 years ago? $ Carry all interim calculations to 5 decimal places and then round your final answer to the nearest dollar. The tolerance is ±50. Attempts: 2 of 3 used Submit Answer Save for Later 61 3 + F3 W E S D F4 $ 4 R F с F5 % 5 T F6 6 Y F7 & 7 G H FB U * 8 J 8 F9 XCVBN M 09 ( 9 F10 K *- ) F11 0 *+ P F12 11 84°F Mostly c PrtSc { + 11 CImagine you were just offered a full-time, 40 hours per week, position with a recycling company. The rate of pay is $17.00 per hour. The recycling company will deduct a pension amount from your salary, and combined with your other deductions, you will have a total deduction amount of 30%. This means you will actually take home $11.90 per hour What will be your monthly take home amount after deductions? Based on your life goals, priorities and needs, prepare a monthly budget showing your take home pay, and your projected expenses . Analyse your budget. Did you consider savings? Do you have any left-over, discretionary savings? What changes do you think you must make in order to make your budget reflect greater savings For example, should you live with your parents or get a roommate to split expenses, or reduce an expense?Your grandparents decide they would like to put aside money to help support each of their grandchildren's educations. Assume that they would like to give each of their grandchildren $18000; that the money will be given when each grandchild turns 18; and that the money is in an account that earns 4.9%. They would like to know how much money they would need to set aside each time one of their grandchildren is born to be able to make this possible. How would your grandparents solve for P? $18000(F|P, 4.9%,18) O $18000(P|F, 4.9%,18) Neither
- A friend is celebrating her birthday and wants to start saving for her anticipated retirement. She has the following years to retirement and retirement spending goals. Years until retirement: 30 Amount to withdraw each year: $120,000 Years to withdraw in retirement: 25 Interest rate: 7.5% Because your friend is planning ahead, the first withdrawal will not take place until one year after she retires. She wants to make equal annual deposits into her account for her retirement fund. Assume that the inflation rate is 3%. Consequently, when your friend retires she will want to withdraw $120,000 each year in today’s dollars. What amount is she planning to receive in year 31 (the end of her first year of retirement)?Find the present and future values of an income stream of 11000 dollars a year for 17 years. The interest rate is 9% compounded continuously. Round your answers to 2 decimal places. Part 1 The present value represents the amount of money you would have to deposit today in order to match what you would get from the income stream at the future date. The formula is Present Value = M S(t)e" dt. Future value represents the total amount of money you would have if you deposit the income stream until a future date. The formula is Future Value - Present Value* erM To start our problem we need to identify the variables. Time = M = i years Rate = r = i % Income Stream S(t) = i dollars/yearSuppose Tom is 20 years old. He works till 50 years old, retire, and live up to 80 years old. While working, Tom's job pays a month income of $2000/month. There's no income or pension after retirement. (Also ignore any medical expense or existing debt). If beta=1 and i=0%, then Tom's month spending = $______/month. Hint: you can calculate how many years Tom will be earning the income, and how many years Tom need to spend the income.