Given that the capital invested (cost of 3.0 MM metric ton plant in 2019) is to be paid back in 10 years at 8 percent interest, what is total cost of production in MM$ to 6 dec. points? Respuesta:
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- A deposit of $3111 was invested for 3 years at 3.88% p.a. compounded semi-annually. What is the maturity value of this investment? State your answer in dollars ($) with two decimals. Answer:Engineering Economics Topic: Perpetuity A certain amount of investment was made annually for 10 years at an interest rate of 6%. On the 14th year, withdrawals of 10,000 per year can be made for 5 years and an infinite withdrawal of 5000 per year after. If the investment will stop at the 5th year, how much should be invested on the 5th year to get the same amount of withdrawals on the same period? All payments and withdrawals are made at the beginning of each year. note: Pls don't copy the answers from Chegg or any source and pls make the solution easy to understand. Thank you!Maintenance cost of a machine is S 100 during the second year and to increase by $ 100 every year for the succeeding 5 years. What is the present value of the maintenance costs if the gradient to present equivalent conversion factor is equal to 32.18 ,the gradient to uniform series conversion factor is 4.59, the gradient to future equivalent conversion factor is 42.8? a. P 4,280 b. P 3,218 c. P 4,590 d. P 2,864
- A company is planning to spend $100,000 now for possible replacement of the heating and cooling systems in three of its larger manufacturing plants. If the replacement won't be needed for 4 years, what is an equivalent annual worth if it earns interest at a rate of 8% per year? a. $30,192 b. $29,992 OC. $30,921 O d. $31,200 جا Moving to another question will save this response. Question 2 of 20Maintenance cost of a machine is S 100 during the second year and to increase by $ 100 every year for the succeeding 5 years. What is the present value of the maintenance costs if the gradient to present equivalent conversion factor is equal to 32.18 ,the gradient to uniform series conversion factor is 4.59, the gradient to future equivalent conversion factor is 42.8? Select one: a. P 2,864 b. P 3,218 c. P 4,590 d. P 4,280**please do not use excel(engineering economic) The $56000 loan bears interest at 12% annually and must be repaid in uniforrm annual installments over 12 years. After the 6th installment is paid, the bank offers a change in interest from an annual to a monthly rate. For borrowers who are willing to follow the new interest will get cash back (loan reduction of 10% of the remaining loan. How many annual installments for the first 6 years before interest changes and the last 6 years after interest changes?
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- Investment Analysis The effective rate of interest can be calculated using the formula reff m (1)" - 1 where r is the effective rate of interest, r is the nominal interest rate per year, and m is the number of conversion periods per year. Find the nominal interest rate that, when compounded monthly, yields an effective interest rate of 3%/year. (Round your answer to two decimal places.) eff 3.04 × %2. Marion would like to purchase a used car, which requires a down payment of 80,000.00 pesos. He is willing to pay a monthly amortization equal to 25% of his monthly salary. if the seller will agree to a down payment and the balance payable in 3 years at 16% per year payable in monthly basis, how much is the cash value of the car if the first payment will be due at the end of the first month? Mario is receiving a monthly salary of 16,000.00 pesos a month. Show the cashflow diagram.6.53 George buys a car every 6 years for $18,000. He trades in his current car to count as the 20% down payment. The rest is financed at a nominal 12% in- terest with monthly payments over 6 years. When the loan is paid off, he trades in the car as the "20%" down payment on the next car, which he finances the same way. Jeanette has similar tastes in cars, and the dealer will count her trade-in vehicle as worth 20%. She has paid cash for old cars in the past, so she now has $14,400 in cash for the other 80% cost of a new car. In 6 years, her vehicle will be worth the "20%" down payment. She wants to make a monthly deposit so that she has the other 80% of the vehicle's cost in 6 years. Her savings account has a nominal annual interest rate of 6% with monthly compounding. What is George's payment? What is Jeanette's deposit? If Jeanette also deposits the difference in a retirement account that pays 9% nominal interest with monthly compounding, what does she have for retirement after 40…