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Solve for each problems. Show your solution legible and neatly. Write the question, the given(also what is the given?), what to find and a cash flow diagram. Answers should be in 2 decimal places, unless stated otherwise. Solution should be hand-written. Question can be hand-written or type-written. Answer should be in 2 decimal places.
A sum of P5,000 was invested now and left for 6 years, at which this time the principal is withdrawn. The interest that has accrued is left for another 6 years. If the effective annual interest rate is 8%, what will be the withdrawal amount at the end of the 12th year?
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- Consider the accompanying shown cash-flow diagram. Solve, a. If P = $1,000, A = $200, and i% = 12% per year, then N = ? b. If P = $1,000, A = $200, and N = 10 years, then i = ? c. If A = $200, i% = 12% per year, and N = 5 years, then P = ? d. If P = $1,000, i% = 12% per year, and N = 5 years, then A = ?Directions: Solve all problems completely. Draw the Cash Flow Diagram. Write the formula, substitute values, and BOX the final answer. Observe accuracy: two decimal places for non-interest values and at least four (4) decimal places for interest values. A man borrowed P5,000 to be paid after two years with interest at 12% compounded quarterly and P10,000 to be paid after 3 years at 12% compounded monthly. What single payment must he pay after 5 years at an interest rate of 16% compounded semi-annually to settle the two obligations?The cash-flow diagram is provided a. If P = $1,000, A = $200, and % = 15% per year, then N= ? b. If P=$1,000, A= $200, and N=8 years, then i =? c. If A = $200, 1% = 15% per year, and N=4 years, then P=? d. If P= $1,000, /% = 15% per year, and N=4 years, then A= ? Consider the accompanying cash-flow diagram Click the icon to view the interest and annuity table for discrete compounding when /= 15% per year a. The number of years equals years (Round up to the nearest whole number). b. The interest rate equals % (Round to two decimal places) c. The present equivalent amount (P) equals S d. The annual payment amount (A) equals $ (Round to the nearest cent) (Round to the nearest cent)
- Attach a complete solution. Draw the cash flow diagram.Suppose that P 4500 is deposited each year into a bank account that pays 8% interest compounded quarterly. How much would be accumulated in his fund by the end of the 4th year? The first payment occurs at time zero (now).Solve the following question with complete solution and include cash flow diagram in handwritten form:How much money should be deposited each year for 5 years starting 1 year from today, if you wish to withdraw $9889 each year for 9 years, beginning at the end of 16 years? Let i=12% per year. (Round off to 2 decimal places)In the given cash flow diagram : i) Calculate the equivalent amount of P. ii) Calculate the single payment amount equivalent to F at the end of the 5th year. iii) Calculate the equal payout amount from year n = 1 to n = 5, which is worth A. '3 aylık bileşik X%' means 3 months X% resultant interest. -The timescale of the cash flow diagram is based on years.-
- SHOW COMPLETE SOLUTIONS. DRAW CASH FLOW DIAGRAMS. UNIFORM ARITHMETIC GRADIENT 1. Suppose an engineer receives an initial annual salary of P24,000 increasing at the rate of P1,200 a year. If money is worth12%, determine his annual salary for a period of 10 years.at the beginning of year one, you have $100,000. Investments A and B are available. Their cash flows are as follows year 1 investment A $-1, investment B $0 Year 2 investment A $.5, investment B $-1. Year three investment A .8 investment B .8. In year 4 investment a .2 investment B .7. Assume that any money not invested in a or B earns interest at an annual rate of 2.5%. Determine how to maximize your cash on hand in your fourDirections: Solve all problems completely. Draw the Cash Flow Diagram. Write the formula, substitute values, and BOX the final answer. Observe accuracy: two decimal places for non-interest values and at least four (4) decimal places for interest values. What is the future worth of P1,000 if it is invested at 12% compounded annually for the first year, 14% compounded quarterly on the second and third years, 16% compounded semi-annually on years 4,5,6 and 12% compounded monthly on the years 7-10? A man borrowed P5,000 to be paid after two years with interest at 12% compounded quarterly and P10,000 to be paid after 3 years at 12% compounded monthly. What single payment must he pay after 5 years at an interest rate of 16% compounded semi-annually to settle the two obligations? What single equivalent amount will accumulate from an investment of P400 in 20 years at 8% compounded semi-annually?
- You have the following cash flows: Year 0 Net Cash Flow, $ -6,000 1 -5,000 2 +12,000 3 -2,000 +6,000 For these cash flows, it has already been determined there may be more than one positive root . Calculate the EROR using the MIRR method with i 16% and is-8%. HINT: Draw the Cash Flow diagram. You must show the mathematical setup and detailed calculations you used to calculate your EROR to two decimal points by hand. An Excel solution is not sufficient.Solve the following problems. You must show all your solutions -Draw the cash flow diagram for each problem -use interest rate with five decimal places. -Box your final answer and upload the picture of your complete solution.DIRECTIONS: Solve the following problems neatly and legibly. Draw the necessary cash flow diagrams. Box your final answer. PROBLEM 1: Determine the present worth of an annual payment of P 4500.00 : 1. If made at the beginning of the year for 12 years at 8% compounded annually.2. If made at the end of each month for 5 years at 4% compounded monthly.3. If 15 payments start at the end of year 4 at 6% compounded annually