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Topic Starter |
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The Priest and I
Join Date: Mar 2003
Location: IA
Casino cash: $11757
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Question for you Microsoft Excel guru's...
I got a problem to do for a class, and I am struggling with it. Anyone care to help? Here is the problem....
Your looking to retire into a class one mobile home. For 10 years, you will make deposits. The account pays 7.25% annual interest. Create a worksheet that uses financial function to show future value on the investment and determine the percent of the mobile home cost saved. Mobile Home Cost = $120,000 Rate (per month) = 7.25%/12 NPER = 10*12 PMT = $300 Percent of tuition saved = FV/Cost Create a data table that shows the FV and percentage of Cost saved for monthly payments from $250 to $600 in 50 dollar increments. Any help will get multiple rep!! |
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#2 |
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MVP
Join Date: Jan 2004
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Don't you just hate excel?
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#3 |
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The Priest and I
Join Date: Mar 2003
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I just don't freakin' get it. I'm not one to ask for HW help, but I am clueless on this one.
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#4 |
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The Priest and I
Join Date: Mar 2003
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bump
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#5 |
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MVP
Join Date: Jan 2004
Location: Lake of the Ozarks
Casino cash: $645864
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wish i could help
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#6 |
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Welcome, Eric Fisher & Friends
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What's the tuition statement about?
I think that all this problem is about is identifying how much you would need to save to earn the cost of the mobile home in ten years, along with the future value of each month's savings. I just don't know what they're talking about with tuition.
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Onward Fisher, Onward Fisher, block right through that line. Block the ball clear down the field, a touchdown sure this time. Onward Fisher, Onward Fisher, fight on for her fame. Fight, fellows, fight, fight, fight, we'll win this game. |
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#7 | |
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The Priest and I
Join Date: Mar 2003
Location: IA
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Quote:
Are you talking about the percentage of tuition saved? I believe it's what you said. Basically, what you will save on the investment if you pay into it monthly over a 10 year period. Basically, I think he is saying at the end, you take your calculated FV and divide it by your actual cost of the motor home (120,000) to get you ending figure. |
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#8 |
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The Priest and I
Join Date: Mar 2003
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Here was his example problem...
Price $154,000.00 Rate 8.25% Down_Pmt $32,000.00 Years 15 Loan_Amt $122,000.00 Monthly_Pmt $1,183.57 Total_Int $91,042.82 Total_Cost $245,042.82 Rate Monthly Pmt Total Interest Total Cost $1,183.57 $91,042.82 $245,042.82 7.50% $1,130.96 $81,571.91 $235,571.91 7.75% $1,148.36 $84,704.16 $238,704.16 8.00% $1,165.90 $87,861.20 $241,861.20 8.25% $1,183.57 $91,042.82 $245,042.82 8.50% $1,201.38 $94,248.81 $248,248.81 8.75% $1,219.33 $97,478.92 $251,478.92 9.00% $1,237.41 $100,732.94 $254,732.94 9.25% $1,255.61 $104,010.63 $258,010.63 9.50% $1,273.95 $107,311.74 $261,311.74 9.75% $1,292.42 $110,636.04 $264,636.04 10.00% $1,311.02 $113,983.28 $267,983.28 |
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#9 |
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Welcome, Eric Fisher & Friends
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Here's how I'd do it. I didn't bother to separate out the principal and interest, though that would be easy to do.
I used two methods - one using Excel's FV function, and the other calculated manually. The manual method is using a continuous growth assumption, so it's off a tad bit, I'll bet.
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Onward Fisher, Onward Fisher, block right through that line. Block the ball clear down the field, a touchdown sure this time. Onward Fisher, Onward Fisher, fight on for her fame. Fight, fellows, fight, fight, fight, we'll win this game. Last edited by Rain Man; 05-13-2008 at 06:29 PM.. |
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#10 | |
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The Priest and I
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Quote:
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#11 | |
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The Priest and I
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Quote:
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#12 |
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Welcome, Eric Fisher & Friends
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Hopefully it's right. I think I understand what he's looking for, though.
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Onward Fisher, Onward Fisher, block right through that line. Block the ball clear down the field, a touchdown sure this time. Onward Fisher, Onward Fisher, fight on for her fame. Fight, fellows, fight, fight, fight, we'll win this game. |
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