What equal payments in 3 years and 4 years would replace payments of $32,500 and $62,500 in 7 years and 8 years, respectively? Assume money can earn 3.54% compounded semi-annually. Use 8 years as the focal date.
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- What equal payments in 2 years and 4 years would replace payments of $32, 500 and $72, 500 in 7 years and 8 years, respectively? Assume money can earn 3.96% compounded quarterly. Use 8 years as the focal date.What equal payments in 2 years and 5 years would replace payments of $ 37,500 and $97, 500 in 7 years and 9 years, respectively? Assume money can earn 4.14% compounded semi- annually.A payment of $17,000 is due in 1 year and $11,000 is due in 2 years. What two equal payments, one in 3 years and one in 4 years would replace these original payments? Assume that money earns 3.25% compounded quarterly. Use the focal date in 4 years. Round to the nearest cent
- What equal payments in 2 years and 5 years would replace payments of $35,000 and $87,500 in 7 years and 9 years, respectively? Assume money can earn 4.68% compounded semi-annually. Round to the nearest centWhat equal payments in 3 years and 5 years would replace payments of $47,500 and $72,500 in 6 years and 8 years, respectively? Assume money can earn 4.98% compounded quarterly. $0.00 Round to the nearest centA payment of $750 is due in 2 years, and $5,100 is due in 4 years. What single payment made today would be equivalent to these original payments? Assume that money earns 4.50% compounded semi-annually.
- 4. What equal payments in 3 years and 5 years would replace payments of $42,500 and $92,500 in 7 years and 8 years, respectively? Assume money can earn 4.92% compounded monthly. Round to the nearest centA payment of $700 is due in 3 years, and $5,000 is due in 5 years. What single payment made today would be equivalent to these original payments? Assume that money earns 4.50% compounded quarterly. $0.00 Round to the nearest centA payment of $13,735 is due in 1 year, $19,500 is due in 4 years, and $8,900 is due in 7 years. What single equivalent payment made today would replace the three original payments? Assume that money earns 5.50% compounded monthly. Round to the nearest cent
- For a sum of 1,050 to triple itself in 8 years and 6 months, what must be the rate of interest compounded semi-annually? (Finding the rate by linear interpolation)Scheduled payments of $730 due today, $945 due in 3 months, and $935 due in 6 months are to be replaced by a single equivalent amount paid at the focal date of 27 months from today. Money earns 9.6% compounded annually. Using P/Y=C/Y=1 and PMT-0, determine the economically equivalent value for each amount at the focal date and enter the values in the blanks. In your rough work, it may be helpful to draw a timeline with the appropriate focal date for the unknown amount. Round dollar values to 2 decimal places. Moving $730 due today to the focal date: N= A PV= Moving $945 due in 3 months to the focal date: N = A PV= Moving $935 due in 6 months to the focal date: N = A PV= The single amount at the focal date is = A A FV- FV= AFV = E NScheduled payments of $890 due today, $525 due in 15 months, and $555 due in 33 months are to be replaced by a single equivalent amount paid at the focal date of 6 months from today. Money earns 11.1% compounded quarterly. Using P/Y=C/Y=4 and PMT=0, determine the economically equivalent value for each amount at the focal date and enter the values in the blanks. In your rough work, it may be helpful to draw a timeline with the appropriate focal date for the unknown amount. Round dollar values to 2 decimal places. Moving $890 due today to the focal date: A PV = N= A FV= Moving $525 due in 15 months to the focal date: N = A/ PV = Moving $555 due in 33 months to the focal date: N = A/ PV = The single amount at the focal date is = A FV= A FV = A/ A A/
