Will and Jane Sparks are establishing a college fund for their 1-year-old daughter, Jennifer. They want to save enough now to pay college tuition at the time she enters college (17 years from now). If her tuition is projected to be $40,000 for a two-year degree, what annual sinking fund payment should they establish if the annual interes is 8%? Click the icon to view the table. The annual sinking fund payment is S (Round to the nearest cent as needed.)
Will and Jane Sparks are establishing a college fund for their 1-year-old daughter, Jennifer. They want to save enough now to pay college tuition at the time she enters college (17 years from now). If her tuition is projected to be $40,000 for a two-year degree, what annual sinking fund payment should they establish if the annual interes is 8%? Click the icon to view the table. The annual sinking fund payment is S (Round to the nearest cent as needed.)
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
Related questions
Question

Transcribed Image Text:enters
Will and Jane Sparks are establishing a college fund for their 1-year-old daughter, Jennifer. They want to save enough now to pay college tuition at the time she
college (17 years from now). If her tuition is projected to be $40,000 for a two-year degree, what annual sinking fund payment should they establish if the annual interest
is 8%?
Click the icon to view the table.
The annual sinking fund payment is S. (Round to the nearest cent as needed.)

Transcribed Image Text:$1.00 Sinking Fund Payments
Periods
1
4%
6%
8%
2%
1%
2
1.0000000 1.0000000 1.0000000 1.0000000 1.0000000 1.0000000
0.4975124 0.4950495 0.4926108 0.4901961 0.4854369 0.4807692
3 0.3300221 0.3267547 0.3235304 0.3203485 0.3141098 0.3080335
0.2462811 0.2426238 0.2390270 0.2354900 0.2285915 0.2219208
0.1960398 0.1921584 0.1883546 0.1846271 0.1773964 0.1704565
0.1625484 0.1585258 0.1545975 0.1507619 0.1433626 0.1363154
0.1386283 0.1345120 0.1305064 0.1266096 0.1191350 0.1120724
0.1206903 0.1165098 0.1124564 0.1085278 0.1010359 0.0940148
0.1067404 0.1025154 0.0984339 0.0944930 0.0870222 0.0800797
0.0955821 0.0913265 0.0872305 0.0832909 0.0758680 0.0690295
0.0864541 0.0821779 0.0780774 0.0741490 0.0667929 0.0600763
456
7
8
Rate per period
3%
9
10
11
4
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