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- 15) If money has a time value, then the future value will always be more than the original amount invested. Select one: True False 16) A series have the receipts in year 1 =$ 80000. If the Fees are expected to increase uniformly to a level of $200,000 in nine years. What is the possible value for the gradient? Select one: a. $20000 b. $ 15000 c. $ 30000 d. $ -20000 17) In a cash flow series regarding the gradient: Select one: a. Uniform gradient signifies that an income or disbursement changes by the same amount in each interest period b. Either an increase or decrease in the amount of a cash flow is called the gradient c. The gradient in the cash flow may be positive or negative d. All of the above is correctA P1000.00, 14% bond will mature in eight years. If interest is to be paid quarterly, find the price to realize a yield to maturity of 12.55%. (Ans. P1101.94)A small business earns a baseline profit of $500 a year for 5 years. In addition, its profits increase by $500 each year after Year 1. In Years 4 and 5 the business has some unplanned gains and losses. After the cash flow schedule shown below and at the end of Year 5, the future value of the small business is $2200. Determine the unknown Year 4 cash flow, "CF4", if i = 10%. Year Cash Flow 0 0 1 $500 2 $1000 3 $1500 4 "CF4" 5 -$7500 Group of answer choices $5,291 $7110 $6700 $3196 $5822
- 1. Deferred Annuity/ Shifted Series A contractor bought a concrete mixer at 120,000.00 if paid in cash. The mixer may also be purchased by installment to be paid within 5 years. If the interest rate is 8%, what is the amount of each annual payment if all payments are made at the beginning of each year?Example 2: EOY NCF ($) 1 100 2 90 3 80 4 70 find the annual equivalent, use i = 10%.Question 888 M A mining company CEO wants to help provide college education for the daughter of a high performance underground worker. He can afford to invest $750/yr. for the next 4 years, beginning on the student’s fourth birthday. He wishes to give the future student $5,000 on her 18th, 19th, 20th, and 21st birthdays, for a total of $20,000. Assuming 6% interest, what uniform annual investment will he have to make on the girl’s 8th through 17th birthday? show all steps clearly Full explain this question and text typing work only thanks
- A man purchased a car with a cash price of P350,000. He was able to negotiatewith the seller to allow him to pay only a down payment of 20% and the balance payablein equal 48 end of the month installment at 1.5% interest per month. Once the day hepaid the 20th installment, he decided to pay monthly payment. What is the remainingbalance that he paid? OPTIONS A. P186,927.24 B. P188,225.00 C. P187,701.26 D. P185,900.20Help please Exercise 1-How much do you need to invest today in a CD with an ROR of 5.5% if you want to purchase a car 3 years from now for $10,000? Exercise 2 - Your monthly rent and living expenses are $625. How much should be put into your money market amount today, to pay for the next 12 months? Assume your money market is currently paying 5% annually.J 7 What is the ordinary simple interest on 7000 for 8 mos and 15 days if the rate of interest is 15%.
- Let’s suppose you (USA dealer) imported a product from German on Dec 1, 2018 at € 300, payable in 60 days. You sold the product in the US market at $400 in cash on Dec 15, 2018. The company's fiscal year ends on Dec 31. You paid to your German supplier on Feb 1, 2019. Below, please find the exchange rate information: Dec 1, 2018: 0.8 €/$.. Dec 31, 2018: 1.5 €/$. Feb 1, 2019: 0.6 €/$. What was net income for 2018 and 2019, respectively? Group of answer choices -$200, -$100 -$100, $200 $300, -$200 $200, -$300A young engineer borrowed $12,000 at 10% interest and paid $3,000 per annumfor the last 4 years. What does he have to pay at the end of the fifth year in order to payoff his loan? $3.689$3,758$3,982$4.001$4.011Pls. solve for the ordinary annuity of the following: Al Bundy says he paid $25,000 down on a new house and will pay $525 per month for 30 years. If interest is 7.8% compounded monthly, what was the selling price of the house? ($97929.78) At the time of retirement, a couple has $200,000 in an account that pays 8.4% compounded monthly. If they decide to withdraw equal monthly payments for 10 years, at the end of which time the account will have zero balance, how much should they withdraw each month? ($2469.04)