Screenshot (13).png 3031 Question 4 You want to buy a home as a rental property. You can buy the home for $300,000 today in cash. You will rent the home to a family member who will pay $2000 a month with no rent increase for 8 years. The neighborhood is gentrifying so it should be a good safe investment opportunity with higher than normal price appreciation. In 8 years, you would like to sell the home. Due to favorable conditions, the price of the home is expected to appreciate by 5% annually. What is the annual return rate on the investment? (Ignore selling and buying costs) N med Theme Trata N PV PMT PV PMT FV FV D
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- Please Show me the calculations!! A real estate investor is considering the purchase of an apartment building that currently provides income of $30,000 and is expected to grow in income by 3% for the next 4 years. You would receive income from today, year 0, through year 4. At the end of year 4, they expect to sell the property for $800,000. The investor has a discount rateof 6%. How much should an investor be willing to pay for this property?Suppose that the installation of Low-Loss thermal windows is expected to save $350 per year on your home heating bills. If you expect to occupy your home for 18 years and could earn 9% per year on other investments, how much can you afford to pay now to have the new windows installed? $3658 $3487 $3699 $3065You recently inherited $10,000 that you are planning to use for a down-payment on a house in 3 years. You considering using those funds in the meantime to purchase new solar panels for your current home, with the hope that you can earn the $10,000 back by the time 3 years comes around for use as the down-payment on the new house. The manufacturer promises the panels will save $4000 per year in gas and electric costs. If you can expect i = 12%, should this equipment be purchased (ie. will you have received your money back in 3 years)?
- Exhibit 1-A Future value (compounded sum) of $1 after a given number of time periods Period 1% 1.010 1.020 2% 3% 4% 5% 6% 7% 8% 9% 10% 11% 1.020 1.040 1.040 1.082 1.125 1.170 1.217 1.050 1.103 1.158 1.216 1.276 1.340 1.407 1.030 1.061 1.060 1.124 1.070 1.145 1.225 1.311 1.403 1.110 1.232 1.368 1 1.080 1.090 1.100 1.166 1.260 1.360 1.469 1.188 1.210 3 1.030 1.061 1.093 1.191 1.295 1.331 1.041 1.126 1.159 1.194 4 1.082 1.262 1.412 1.464 1.518 5 1.104 1.126 1.338 1.611 1.772 1.685 1.870 1.051 1.539 1.062 1.072 6. 1.265 1.419 1.501 1.587 1.677 1.316 1.949 2.144 1.149 1.230 1.504 1.606 1.714 1.828 1.993 2.076 2.305 1.594 1.689 8 1.083 1.172 1.267 1.369 1.477 1.718 1.851 1.305 1.344 1.384 2.358 1.423 1.480 1.094 1.195 1.551 1.838 1.999 2.172 2.558 2.839 3.152 10 1.105 1.219 1.629 1.791 1.967 2.159 2.367 2.594 1.710 2.105 2.252 2.410 11 1.116 1.243 1.539 1.898 2.332 2.580 2.853 12 1.127 1.268 1.426 1.601 1.796 2.012 2.518 2.813 3.138 3.498 1.138 1.149 2.720 3.452 3.797 4.177 4.595 5.054 5.560…USE EXCEL TO SOLVE THE PROBLEM AND SHOW THE EXCEL FORMULA AS WELL! You are hoping to buy a house in the future and recently received an inheritance of $20,000. You intend to use your inheritance as a down payment on your house. a. If you put your inheritance in an account that earns a 7 percent interest rate compounded annually, how many years will it be before your inheritance grows to $30,000? b. If you let your money grow for 10.25 years at 7 percent, how much will you have? c. How long will it take your money to grow to $30,000 if you move it into an account that pays 3 percent compounded annually? How long will it take your money to grow to $30,000 if you move it into an account that pays 11 percent? d. What does all of this tell you about the relationship among interest rates, time, and future sums?You have decided that you will sell off your house, which is currently valued at $300,000, at a point when it appreciates in value to $540,000. If houses are appreciating at an average annual rate of 5% in your neighborhood, for approximately how long will you be staying in the house?
- Find the Interest Rate (Internal Rate of Return) in EXCEL Cinderella wants to invest in a heat pump system for her house. This is a system that takes the heat in the ground or air and converts it into heat for a house. She will initially pay $24,000 for the system and anticipates saving $2,750 per year in natural gas costs for 10 years. Then she will sell the home. What is the rate of return she is earning on her money? Write a sentence below your problem with your answer.Please solve using excel and please explaing the steps to find out the best choice for each market condition listed below (choices a, b, and c) You decide to buy a house of $250,000 with loan amount of $200,000 and you plan to sell the house in year 10. The lender offers the following three SAM choices with $5,000 origination cost for each choice: $200,000; 30 years; monthly payment; 0% interest rate; 50% of appreciated value of the property in year 10. In addition, if the property is sold for a loss in year 10, the lender pays nothing. $200,000; 30 years; monthly payment; 3% interest rate; 50% of appreciated value of the property in year 10 $200,000; 30 years; monthly payment; 5% interest rate; 25% of appreciated value of the property in year 10 The housing market conditions: a. Home price will appreciate 30% in total for the next 10 years; b. Home price will stay the same for the next 10 years c. Home price will decline 30% in total for the next 10 years.Here is what we know: We are looking at purchasing a Townhome in Gvegas Purchase price $190,000 Yearly taxes $1,400/yr, but if it's in the city limits, then add another $800/yr Yearly Home Owners Insurance $ 1,200/yr HOA (Home Owners Association) $900/yr Projected repair costs $900/yr Vacancy Rate 1 months rent Things to consider.... What if the AC unit goes out? • Vacancy Rates (What is that?) • Vetting Renters (What does that mean?) Tax benefits (Are there any?) Depreciation (How so) ⚫ Appreciation (How does it work)
- Assume you are preparing to move into a new neighborhood. You are considering renting or buying. Divide your team into two groups. Requirements Group 1 will analyze the renting option. A suitable rental is available for $500 per month, and you expect rent to increase by $50 per month per year. Prepare a schedule showing rent payments for the next 15 years. To simplify the problem, assume rent is paid annually. Using 5% as the discount rate, determine the present value of the rent payments. Round present value amounts to the nearest dollar. Group 2 will analyze the buying option. A suitable purchase will require financing $105,876 at 5%. Annual payments for 15 years will be $10,200 (annual payments assumed to simplify the problem). Calculate the present value of the payments. Additionally, using Excel with appropriate formulas, prepare a payment schedule with the following columns (year 1 is completed as an example): After each group has prepared its schedule, meet as a full team to…A real estate investor is considering the purchase of an apartment building that currently provides income of $30,000 and is expected to grow in income by 3% for the next 4 years. You would receive income from today, year 0, through year 4. At the end of year 4, they expect to sell the property for $800,000. The investor has a discount rate of 6%. How much should an investor be willing to pay for this property? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism.Answer completely.You will get up vote for sure.B. Study the following situation then answer the questions that follow: Mr. and Mrs. Cruz are planning to have their own home but have limited budget. They went to a home developer for some advice as to how the down payment will be produced for their chosen house and lot. This is the advice of the developer. To raise the amount of the down payment of the house and lot at the end of 5 years, you will invest P 23 000 at the end of each year for five years in an account that pays 8-% compounded annually. To find the down payment needed, give the values of the following: R = į(1) = m = t = j=, The situation above requires you to find amount (future value at the end of the term) F: