3) Consider two individuals, Susan and Rachel, who are deciding how much education to receive. The table below provides some information about each of them. Using the information in the table, calculate the required return for each person. Then calculate how much education each will get before stopping if their marginal rate of return can be represented as MRR = 13 - (0.25 * E) where E is the years of schooling. Susan Rachel Expected inflation 1.5 2 Risk premium Discount rate 2.5 2.5 2 2.5 Rate of borrowing 2.5 3
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- DIRECTIONS Use the information below to fill out a consumer equity form and calculate the net worth for each family. Net worth can be a useful tool to measure your financial progress from year to year. Your net worth is a grand total of all assets what vou own) minus liabilities (what vou owe: debts). It's important to understand that vour income Isn tine only Tactor that determines your wealtn. Occupation Annual Income Retirement Investments Real Estate Vehicles Credit Card Debt Emergency Fund Checking Account Household Items FAMILY A FAMILY B Nurse and Sales Appliance Installer $105,000 combined $45,000 $35,000 $22,000 Owns a house appraised at $224,000 with a mortgage balance of $202.000 Owns a house appraised at $180,000 with a mortgage balance of $126,000 New truck with Blue Book value Used sedan with retail value of $32,000; owes $35,000 of $9,500; paid for Used SUV with a retail value of $17,500; owes $14,500 $13,000 None $1.000 $5.000 $2,500 $650 Antiques: $5,000 Electronics:…In the following exercises and problems you will be able to:• model investment and annuity problems;• explain the difference between sequences and series;• solve exercises applying concepts of the sum of sets of terms of a sequence, and• solve problems related to annuities using sequences or seriesIn the case that the result is decimal, you will round it to two decimal places. 3. The new parents decide to invest $ 100 a month in an annuity for their young daughter. The account will pay 5% interest per year, which is compounded monthly. How much will be in the child's account when he turns eighteen?In the following exercises and problems you will be able to:• model investment and annuity problems;• explain the difference between sequences and series;• solve exercises applying concepts of the sum of sets of terms of a sequence, and• solve problems related to annuities using sequences or seriesIn the case that the result is decimal, you will round it to two decimal places. 4. New grandparents decide to invest $ 200 a month in an annuity for their grandchild. The account will pay 5% interest per year, which is compounded monthly. How much will be in the child's account when he turns 21?
- An individual (with log-utility) wants to maximize her happiness level over her adolescence and adult periods. At the age 18 the individual inherits one hundred thousand dollars and must decide how much to consume now (when she is young, period t) and how much to save for her adulthood (period t +1) to maximize the sum of utility over different life stages. The bank will pay interest rate of 5% of every dollar she deposits. The individual discounts future utilities at ß = 0.8. What is the optimal consumption in the adolescent period? 55555.56 55561.55 55558.55 55564.56You have discussed your retirement plans with your significant other and plan to move to a state with a lower cost of living upon retirement. You plan on living off $110,000 annually. You understand that your retirement account will likely yield a 5% return. Using the 4% Rule, how much money do you need in your retirement account upon retirement?(round to the nearest dollar){DO NOT INCLUDE COMMAS OR $}A consumer’s demand for a medical service is Q=100−PP where PP is the out-of-pocket price she actually faces. She is considering four different insurance options: uninsurance, full insurance, a 50% coinsurance plan, and a copayment plan with a $25 copay. a. Assume this service has a list price of PL =$70. Calculate Q under each insurance plan.b. Calculate the amount of social loss under each insurance plan.c. Derive a general expression for social loss as a function of x and PL, where x is the copay amount under a copayment plan. For simplicity’s sake, assume x<PL.d. Derive a general expression for social loss as a function of y and PL, where y is the coinsurance rate.
- Explain to a friend or relative how you would use the TVM concept to achieve their desired retirement amount. How much would they need to retire? How would you develop a savings plan using that number? Use Excel to calculate and explain the numbers when posting to the forum. Include the interest rate and investment. Starting amount is 45,000 at age 30 with the retirement age of 67Subject :- Accounting You have discussed your retirement plans with your significant other and plan to move to a state with a lower cost of living upon retirement. You plan on living off $85,000 annually. You understand that your retirement account will likely yield a 5% return. Using the 4% Rule, how much money do you need in your retirement account upon retirement?(round to the nearest dollar){DO NOT INCLUDE COMMAS OR $}. Suppose someone his earned income per year is $7000, and the income guarantee, IG, is $5000. And assume that the tN, the rate at which the transfer is received by him is 50%. Then the disposable income of the recipient in relation to earned income is:
- Can you please calculate the assumption part and find: 1) What will be the monthly payment of Edward? 2) What will be the monthly payment amount of Jorge? 3) How much does Edward pays more than Jorge in simple calculation? Please solve these by hand not excel. Thanks!You have discussed your retirement plans with your significant other and plan to move to a state with a lower cost of living upon retirement. You plan on living off $110,000 annually. You understand that your retirement account will likely yield a 5% return. Using the 4% Rule, how much money do you need in your retirement account upon retirement?Compute the value for each of the following independent situations. Note: Use Excel or a financial calculator. Round your answers to 2 decimal places. 1. To save for their new child's college education, a couple places $28,400 in an account. What amount will accumulate in the account at the end of 18 years, assuming an interest rate of 7.25% compounded annually? 2. An individual has just inherited a piece of land. The individual plans to hold the land for three years and then expects the land to sell for $208,500. What is the value today of inheriting the land, assuming an interest rate of 8.5% compounded annually? 3. To save money for the down payment on a house, an individual places $6,700 in an account at the end of each quarter. What amount will accumulate in the account at the end of four years, assuming an interest rate of 9.75% compounded quarterly? 4. To purchase a car, an individual agrees to pay $1,140 at the end of each month for the next six years. What is the cost of the…