$20.00 Future Value and Loan Amortizations
- This tutorial was purchased 14 times and rated A+ by students like you.
- Posted on Sep 25, 2008 at 9:15:35PM
A:
Preview: ... ) = $1,200(7.536)(1.08) <br> = $9,766.66<br> Calculator: Set calculator to beginning of period cash flows. Enter PMT=$-1200, I/Y=8%, N=12. Compute PV=$9,766.76<br> Alternative b:<br> Present value cost equals $10,000 (given). Therefore, choose Alternative 1 because it has a lower present value cost.<br><br>13. PVAN0 = $30,000 - $5,000(down) - $750 (loan origination fee) = $24,250<br> Origination fee = 0.03 x $25,000 = $750<br> $24,250 = $3,188(PVIFAi,15)<br> PVIFAi,15 = 7.607<br> Therefore, i = 10% from Table IV<br> Calculator: PV=24250; PMT=-3188; N=15; Compute I/Y=10%<br><br>17. $30,000 = PMT(PVI ...
The full tutorial is about 483 words long plus attachments.
Attachments:
Future Value and Loan Amortizations.doc (30K) (Preview)
$4.84 Detailed Answer. Work shown A+
- This tutorial was purchased 2 times and hasn't been rated yet.
- Posted on Dec 20, 2008 at 11:55:32PM
A:
Preview: ... 5 years at 9%:<br> PV0 = $15,000(PVIF9,5) = $15,000 (0.650) = $9,750<br> Calculator: FV=-15000; I/Y=9%; N=5; ...
The full tutorial is about 76 words long plus attachments.
Attachments:
Finance Week 3 Assignment.doc (37K) (Preview)
$3.85 Complete answers. Work shown. Any questions feel free to ask
- This tutorial was purchased 1 time and hasn't been rated yet.
- Posted on Feb 01, 2009 at 1:36:14PM
A:
Preview: ... he answer. <br>C. Present value of a 15 year, $1,000 annuity that would be at 9 percent = $1,000.00 PV = $1,000(8.06) = 8,064.00 Calculator: Payment=-1000; I/Y=9%; N=15; answer is=8,058.69. $15,000.00 that you saved in 5 years would be very good because you would receive the 9 percent interest off instead of paying for it.. <br><br>4. (1) $1,200.00 (1.0 + 0.080) = $1,200(7.5360)(1.080) = 9,766.66 Inputs to Calculator: Enter PMT=$-1200, I/Y=8%, N=12. Answer is 9,766.76 <br><br>(2) The present value that is prov ...
The full tutorial is about 439 words long .