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ment stream consists of three payments:$1000 due today, $1500 due 70, days from A pay today, and $2000 due 210 days from today what single payment, G0 days from today, is economi ically equivalent to the payment stream if money can be invested at a rate of З 5%? Payments of $1300 due five months ago and $1800 due three months from Now are to be replaced by a single payment at a focal date one month from Now. what is the size of the replacement payment that would be equivalent to the two scheduled payments if money earn 41%? If money earns 3.5%, calculate and compare the economic value today of the following payment streams: Stream 1: Payments of $900 due 150 days ago and $1400 due 80 days ago Stream 2: Payments of $800 due in 30 days, $600 due in 75 days, and $1000 due in 125 days. . A $10,000 loan advanced is to be repaid by three payments of $2500 due in two, four, and six months, and a fourth payment due in eight months. what should be the size of the desire2learn.com/d21/le/content/246402/topics/files/download/5297994/DirectFileTopicDownload
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Answer #1

Ans: 1)

Payment Time in Days

Present Value Factor

1000 0 1.00 $1,000.00
1500 70 0.99 $1,489.86
2000 210 0.98 $1,959.98
4500 $4,449.84

Present Value factor = 1/(1+(Interest Rate*Number of days/Number of Days in a Year)^Number of years)

Equivalent amount to be paid in 60 Days from Today = $4,449.84 ( 1+ (0.035*60/360))

= $4,449.84*1.01

= $4,475.80

2)

Payment Time in months

Present Value Factor

1300 Due 5 months ago 1.02 $1,324.38
1800 Due in 3 months 0.99 $1,779.98
3100 $3,104.35

Equivalent amount to be paid in 1 month from Today = $3,104.35 ( 1+ (0.045*1/12))

= $3,104.35*1.00375

= $3,115.99

3) Stream 1

Payment Time in months

Present Value Factor

900 Due 150 Days ago 1.015 $913.13
1400 Due 80 Days ago 1.008 $1,410.89
2300 Present Value $2,324.01

Stream 2

Payment Time in months

Present Value Factor

800 Due in 30 Days ago 0.997 $797.67
600 Due in 75 Days ago 0.993 $595.66
1000 Due in 125 Days 0.988 $987.99
2400 Present Value $2,381.32
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