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    • The True Cost of Renting vs. Owning
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    • Annual Loan Amortization
    • Two Loan Amortization Comparison
  Scott  Rheinhart
Wintrust Mortgage
601 Carlson Parkway
Suite 1550
Minnetonka
MN
55305
612-281-9990
srheinhart@wintrustmortgage.com
scott.rheinhart@gmail.com
 
                       
  Quick Qualification - An easy 3 step process to cover the essential elements of loan qualification  
 
  Step 1 - Calculate your total housing payment and cash to close  
  Housing Payment Calculator  
Overview
 
 
 
Purchase Price
 
 
Down Payment
=   -  
  Loan Amount     =  
 
  Monthly Loan Payment     Monthly  
 
Rate, Term and Payment
for years =  
       
  Mortgage Insurance            
 
Factor
       
       
  Property Expenses            
 
Annual Real Estate Taxes
         
 
Annual Homeowner's Insurance
=        
 
Annual Association Fee
         
 
Monthly Condo or Coop Fee
  Monthly      
 
Other Annual Fee
or      
  Total Monthly Payment    
     
  Cash Required for Closing and Qualification    
  Down Payment    
 
Base Closing Cost Factor @
=
Approximate Base Closing Costs
 
  Discount Points or Origination Fee = Cost of Points or Origination Fee  
  Pre-Paid Homeowners Policy @ Months Cost paid prior to or at closing =  
  Pre-Paid Expenses calculated @ Months Equals pre-paid expenses of  
  Monthly Reserve Requirements @ Months Equals Cash Reserves on hand of  
  Association, Condo or Coop Fees Months Equals monthly fees collected of  
  Other fees such as, fuels adjustments, inspections or personal attorney fees, etc.    
  Total Cash for Closing and Reserves Required =    
 
  Step 2 - Calculate total monthly income and debts  
  Income   Annual Monthly  
 
Total Annual Income for Borrower 1
 
 
Total Annual Income for Borrower 2
 
 
Total Annual Income for Borrower 3
 
 
Total Annual Income for Borrower 4
 
  Total Annual and Monthly Income =    
 
  Debts  
 
Automobile loan or lease
 
  Automobile loan or lease    
  Automobile loan or lease    
  School Loans    
  School Loans    
  School Loans    
  Credit Cards    
  Credit Cards    
  Credit Cards    
  Personal / 401K etc.    
  Personal / 401K etc.    
 
Other Real Estate
 
 
Other Real Estate
 
  Other Installment Loan, etc.    
  Other Installment Loan, etc.    
  Other Installment Loan, etc.    
  Total Monthly Debts =   $0  
 
  Step 3 - Calculate total assets      
 
Assets - if required for the transaction, these must be "liquid."
 
  Checking    
  Checking    
  Savings    
  Savings    
  CD / Money Market    
  CD / Money Market    
  Other    
  Other    
  Gift Funds from Family    
  Brokerage / Stocks / Mutual Funds @
=  
  Brokerage / Stock / Mutual Funds @
=  
  Brokerage / Stocks / Mutual Funds @
=  
  Retirement Account @
=  
  Retirement Account @
=  
  Retirement Account @
=  
  Other    
  Other    
  Other    
  Total    
 
 
Qualification Ratios and Factors
 
  Make sure that all of the sections above are complete before reviewing the results listed here  
         
  Income Ratio - The range of acceptable ratios will vary up to and then from 35 to 45 or more.
 
         
  Debt Ratio - This will also vary and will range from an allowance of approximately 40 to 55
 
         
  Liquid Assets    
 
         
  Cash Required to Close - this is the total cash that will actually be used in the transaction
 
         
  Cash Reserves - This is money that needs to be left over after the transaction  
 
         
  Reserves by Monthly Payments - This is your reserves divided by total monthly payment
 
               
 
  Seller Paid Rate Buy Down Comparison  
  Smart buyers and sellers can turn paying more into paying less  
 
  Loan Payment without Buy Down  
Overview
   
 
Purchase Price
 
Down Payment
=  
   
  Loan Amount
   
  Monthly Loan Payment    
 
Rate, Term and Payment
for years =  
 
  For option 2, the strategy here is that the buyer pays more for the house and the seller uses some or all of the extra
  to pay points on behalf of the buyer. This lowers both the interest rate and the monthly payment.  
 
  Loan Payment with Seller Paid Rate Buy Down  
Overview
 
 
Purchase Price - use a number higher than what you entered above
   
  Differential between price here and first scenario  
   
  Down Payment =  
   
  Loan Amount  
   
 
Number of points that seller can now pay with increased sales price
 
 
Approximate Rate Reduction (Average rate reduction = .25% for each 1 point)
 
  New Monthly Loan Payment with Rate Reduction    
 
Rate, Term and Payment
for 30 years =  
     
 
Monthly Payment Savings with Rate Buy Down
     
  Additional Benefits:    
     
 
Buyer's tax deduction in first year at marginal bracket of
=
  This will usually exceed the extra down payment amount on the higher sales price  
 
 
Seller nets the same amount from either scenario and if they have a capital gains tax liability, the cost of the points
  paid on behalf of the borrower can be added to their cost basis for the property to reduce their tax.  
 
  The neighborhood benefits as the sale price is higher than it would have been otherwise - better comparable
  for successive sales - allows a seller to make their home more affordable without reducing the price.  
 
 
The lower rate with the buy down can amortize more quickly meaning that your balance upon sale would be
  less than what it would have been with the higher rate loan.  
 
  A borrower - can also use the savings from the buy down rate to qualify for a higher loan amount
  This rate has a cost per each thousand dollars of loan amount that equals  
  If we take the original loan payment calculated at the top of this page that equals  
  And divide it by the new cost factor per thousand, we arrive at a total loan amount that equals
 
This loan amount is larger than the original loan amount calculated by a total of
 
  The bottom line here is that conventional thinking gets you conventional results. Thinking outside the norms
  and using math to either give you an advantage over your competition or to allow you to afford the home
  that you really want WITHOUT increasing the cost of your monthly payment is well planned and intelligent strategy.
                                       
  Linear Style Property Appreciation Calculator - Quickly calculate the future value of your property by using any combination of individual yearly factors  
Overview
 
     
 
Starting Property Value =
 
 
  End of Year Start 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15  
 
 
Rate of Appreciation =
 
 
 
Property Value
 
     
  Vs. Straight line  
     
 
Rate of Appreciation =
 
     
  Property Value  
 
 
 
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  Home values have always been cyclical yet the last few years have made this abundantly clear. Now, you have the tool that will allow you to easily calculate where the value of your home may be many years  
  into the future using any combination of appreciation or even depreciation. For those that might otherwise delay a purchase until their market recovers, this can demonstrate that it's really the long term value  
  that's most important. Buying a home when everyone else (including the seller) are fearful of potential price drops can be one of the very best times to strike the lowest possible price. Once it's clear that  
  appreciation has returned, sellers are back in the position of knowing the longer they wait, the higher their sales price may be. Experiment with this using different combinations of rising and falling prices  
  and then compare that over time to a constant rate of appreciation. You'll soon see that taking advantage of low rates and low prices despite possible dips can pay off in the long run by still having a higher value  
  over time. This can compare quite favorably to waiting and paying not only a higher price, but also a higher interest rate.  
                                                 
  Linear Style Property Appreciation Calculator - Quickly calculate the future value of your property by using any combination of individual yearly factors  
Overview
 
     
 
Starting Property Value =
 
 
  End of Year   Start 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20  
 
 
Rate of Appreciation =
   
 
 
Property Value
 
     
  Vs. Straight line    
     
 
Rate of Appreciation =
   
     
  Property Value  
 
 
Unable to load Flash content. The Charts Control requires Flash Player 9.0.45 or higher. You can download the latest version of Flash Player from the Adobe Flash Player Download Center
     
 
     
 
     
 
  Home values have always been cyclical yet the last few years have made this abundantly clear. Now, you have the tool that will allow you to easily calculate where the value of your home may be many years into the future using any combination  
  of appreciation or even depreciation. For those that might otherwise delay a purchase until their market recovers, this can demonstrate that it's really the long term value that's most important. Buying a home when everyone else (including the  
  seller) are fearful of potential price drops can be one of the very best times to strike the lowest possible price. Once it's clear that appreciation has returned, sellers are back in the position of knowing the longer they wait, the higher their sales  
  price may be. Experiment with this using different combinations of rising and falling prices and then compare that over time to a constant rate of appreciation. You'll soon see that taking advantage of low rates and low prices despite possible dips  
  can pay off in the long run by still having a higher value over time. This can compare quite favorably to waiting and paying not only a higher price, but also a higher interest rate.  
                                                                                             
  15 Year or 30 Year Loan? - Which is better, smarter, or truly less costly?  
  The answer is not a simple one yet it's worth taking the time to understand this as the results may surprise you  
 
 
Loan Amount =
 
 
  30 Year Fixed Rate Loan   1 2 3 4 5 6 7 8 9 10 11 12 13 14 15    
 
Principal & Interest Payment @
   
 
  15 Year Fixed Rate Loan      
 
Principal & Interest Payment @
   
 
  A 15 year loan has a lower rate, yet higher payment than a 30. This is fine if you're capable of handling the difference, yet the true comparison lies in the other things you might do with that cash  
  Payment Savings of 30 vs. 15      
 
  Total Payments Made - this is the year by year total accumulated payments on each option  
  Total paid on 30      
  Total paid on 15      
 
  The perceived benefit of a 15 year loan is in the rapid payment of principal. In 15 years, you've paid back the entire loan vs. the 30 where you're half way time wise but have paid only a third of the balance  
  Principal paid on 30      
  Principal paid on 15      
 
  Remaining Balances - this is the total remaining principal balance of each loan for each year  
  Remaining balance on 30 year loan      
  Remaining balance on 15 year loan      
 
  Extra balance remaining on 30 year loan    
 
  This is where most "conventional" analysis stops. Why would anyone that can afford it want a 30 year loan when they could have a lower rate and a shorter term with the 15? Good question, let's take a look:    
 
  Reason number 1 - Flexibility. The opportunity value of the lower monthly payment on a 30 year loan can be worth more than the benefit of a lower balance. Imagine if you lost your income, would you  
  survive longer on your savings or emergency reserves with a higher or a lower payment? Let's first just take the payment savings and add it up year by year.  
 
  Total Payment Savings      
 
  So it's not just flexibility but safety. The accumulated savings as you see above can go a long way towards subsidizing your living expenses in the event of job loss, disability, other medical emergency, large  
  unexpected expense, etc.  
 
  If we look at the "extra balance remaining on a 30" from above, but now subtract from it the value of our accumulated savings, we see how much smaller the real difference has become:  
     
  Extra balance on 30 - accumulated savings =    
 
  Now, let's take it another step further  
  For those that can afford a 15 year term, you are typically also in a higher tax bracket and as such, can derive a greater deduction on the interest that you pay. Since the rate on a thirty year loan is higher      
  and since you're paying interest on a higher remaining balance, so too will your total tax deductibility be higher.  
 
  Here, we'll look at total interest paid and the resultant deduction at your marginal tax bracket  
 
  Total interest paid on 30 year loan    
  Total interest paid on 15 years loan      
     
 
Marginal Tax Bracket =
 
     
  Total Tax Deduction on 30 year loan        
  Total Tax Deduction on 15 year loan      
     
  Extra tax savings on 30 year loan    
     
  The Bottom Line      
 
  Total of tax and payment savings =        
 
  Further to this point, one would hope that you're not just stuffing the money in a shoebox. Placed in an interest bearing or investment account, the total accumulation grows even higher:  
 
 
Savings earning interest @
 
 
 
The effective final difference of a 30 vs. 15
 
 
  When the numbers above turn negative, that evidences that the 30 year loan is actually less expensive than the 15 - hard for some to believe, but it's really just math, the benefit of tax deductibility and  
  the magic of compound interest. I will of course be happy to walk you through how all of this works and to explore with you what the best options are for your preferences, peace of mind and suitability.  
 
  To make this visual, we'll use a graph and indicate the 15 year loan as the baseline (zero). We'll then impose the real cost difference of the 30 against it. The point at which you may cross under the zero  
  baseline is the point at which the 30 becomes more advantageous than the 15. This will vary with the interest differential, the investment rate and your tax bracket and as such, may evidence the 15 year  
  as being the less costly option.  
 
 
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  The end result here is that it's not as cut and dry as you may have imagined. If you value the benefit of having a liquid emergency account or greater accumulated savings and investment capital then  
  using a 30 year loan strategically (meaning not just blowing the savings but putting it to work) can work out better in the long run both financially and even for peace of mind. It's counter-intuitive that a longer  
  loan and a higher interest rate could ever work to your advantage yet if you're willing to take the time to understand and do the math, then you begin to realize that conventional thinking can be flawed.  
Debt Consolidation Analysis and Calculator  
Determine if there is benefit to consolidating your mortgage and other debts into one loan
Enter the loan amounts, rate and terms for your existing mortgage loans and debts
Loan Amount Rate Term Payment Yearly Interest
First Mortgage
Second Mortgage
Third Mortgage Loan
Auto Loan
Auto Loan
Auto Loan
Student Loan
Student Loan
Student Loan
Student Loan
Installment Loan
Installment Loan
Installment Loan
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Credit Card
Other
Other
Other
Other
Other
Totals
Weighted Average Interest Rate  
 
Possible Consolidation Loan
Loan Amount Rate Term Payment Yearly Interest
Enter proposed new loan amount
Your monthly payment savings equals  
 
Your annual interest savings equals  
 
What's important to acknowledge is that some of your exisitng debts may have repayment terms that are
sometimes much shorter than what a new mortgage loan would be. However, as long as the interest rate is
lower, the benefit is still there as long as you do the right thing with the savings and avoid incurring the same
debt all over again.
The smart thing to do is to invest your savings and if you're unsure where to do that, you can always use it as a
pre-payment against the principal of your new loan. Review this next section below to see what happens when you do:
New Consolidated Loan with the total monthly debt savings applied towards principal
Loan Amount Rate Term Payment Yearly Interest
First Mortgage
5.500%
 
Your entire loan and current debts would be paid off in years  
Using this plan, your total loan payments over the shortened loan term would be
 
             
If you made just the regular payments on the new loan, the total would be
 
         
Total payment savings by using your savings as a pre-payment against principal =
 
Debt Consolidation can make a lot of sense yet it needs to be pursued with proper counseling and guidance.
Clearly, it's more rewarding if discipline and the proper strategy are used and I'm always here to assist you with both.
             
 
  Future Value of My Investments - how long or how much do I need to reach my goals?  
 
  I'm starting with a balance of    
     
  I will add a monthly deposit of    
     
  I expect an average annual rate of return of    
     
  The number of years I have to save    
 
  Future Value    
  The calculator above will evidence the future dollar value of any combination of starting balance,  
  monthly payment, rate and term. You can also start with a zero balance or can start with a lump sum  
  and enter zero in the monthly investment box.  
 
  How many years will it take to reach a certain goal?  
 
  I will invest each month    
     
  I expect to earn an average rate of return of    
     
  My goal is to accumulate a total of    
 
  It's going to take this many years    
 
  How long will it take to reach my goal if I've already saved?  
 
  Starting balance equals    
     
  I will add each month an extra    
     
  I expect to earn an average rate of return of    
     
  My goal is to accumulate a total of    
 
  It's going to take this many years    
 
  These calculators provide an easy way of seeing what kind of time, investment or rate of return it may  
  take to reach your goals. Proper planning is the key to your future and it's never too early to start thinking  
  about and acting upon that plan.  
                 
  Pre-Qualification - What purchase price might I qualify for?  
 
 
Total annual income equals
 
 
 
Total monthly debt equals
 
 
 
Maximum Debt Ratio equals - This can range from approximately 38 to 55%
 
 
Total monthly income available for housing payments =
 
 
  Property Expenses & Loan Terms  
 
Real Estate Taxes equal
   
 
 
Annual Home Owners or Hazard Insurance equals
 
 
 
Monthly Condo or Coop Fees will equal
 
 
 
Other monthly costs are expected to be ( mortgage insurance, association fees, etc.)
 
  Loan Term =   Rate =  
Cost per Thousand =
 
 
Potential Loan Amount available using the factors indicated
 
 
Funds available for a down payment (be sure to leave funds for closing costs & reserves)
 
 
Possible maximum purchase price
 
  While this analysis can be very accurate, there are also a world of factors that impact the ability to qualify
  for any particular loan amount or purchase price. This is a good starting point and an easy way to begin to
  understand how the process works, yet it's shouldn't be used as a substitute for a comprehensive
  analysis. The Qualification analysis calculator should be used to explore further or you may contact me any
  time to help you determine what may be appropriate and available for your individual circumstance.
©Copyright 2010 MyCalx.org
This information does not constitute an application nor a Good Faith Estimate. Every effort has been made to assure the accuracy of the information and mathematical calculations provided by these calculators however, the provider, makes no guarantee and maintains no liability for use of or reliance upon the results. These calculations represent "what if" scenarios, are educational in nature and where projections are illustrated, they are not intended to predict future performance of the markets and/or specific properties.