{"id":732,"date":"2010-03-28T12:49:43","date_gmt":"2010-03-28T18:49:43","guid":{"rendered":"http:\/\/template.lenderama.com\/?p=732"},"modified":"2010-03-28T12:49:43","modified_gmt":"2010-03-28T18:49:43","slug":"calculating-the-net-benefit-of-a-refinance-transaction","status":"publish","type":"post","link":"https:\/\/dev203k.orbitwebx.com\/dev203k\/calculating-the-net-benefit-of-a-refinance-transaction\/","title":{"rendered":"Calculating The Net Benefit Of A Refinance Transaction"},"content":{"rendered":"

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Calculating the net benefit of refinancing<\/a> can be a challenging task if you do not understand what to calculate. We are going to focus on the net benefits of refinancing from the standpoint of lowering your interest rate<\/a>.<\/p>\n

Although there are several reasons to refinance<\/a>, lowering your mortgage rate to save on interest payments over the term of the loan is the most popular.<\/p>\n

Calculating the actual savings can be a tricky chore unless you know the difference between cash flow savings and interest savings. If your refinance objective <\/a>is to only save on the interest by lowering your rate, then the interest savings should be\u00a0done with the calculations below.<\/p>\n

Calculating Interest Savings:<\/strong><\/p>\n

(Loan Amount x Interest Rate) \/ Months in year = Interest paid per month<\/p>\n

($200,000 x 6% or .06) \/ 12 = $1,000.00<\/p>\n

*Remember to do the calculation in the parentheses first*<\/p>\n

We now know that you are paying $1,000.00 per month in interest. You should take the new interest rate you are getting with your refinance and calculate what your new interest payment will be.<\/p>\n

($200,000 x 5% or .05) \/ 12 = $833.34<\/p>\n

Now we need to find out the difference between the two interest rates.<\/p>\n

Current Interest Payment \u2013 Proposed Interest Payment = Interest Savings<\/p>\n

$1,000.00 – $833.34 = $166.66<\/p>\n

Now you have figured out that by dropping your interest rate 1% on $200,000 you will be saving $166.66 per month or about $2,000 per year.<\/p>\n

Awesome!<\/p>\n

Anyone would want to save $2,000 per year, where do I sign\u2026 right? Not so fast, you\u2019ll want to calculate the break-even point to find out how you will benefit after your closing costs.<\/p>\n

Net Benefit Formula (Break-Even):<\/strong><\/p>\n

(Closing Costs \u2013 Escrows) \/ Interest Savings = Month of Break-Even<\/p>\n

($6,000 – $1,000) \/ $166.66 = 30 Months<\/p>\n

In other words, it will take 30 months for you to recoup the cost of your refinance. If you plan to keep your mortgage for at least 30 months then you might want to consider this deal.<\/p>\n

Okay, now we can calculate your net benefit for refinancing with one more calculation.<\/p>\n

(Monthly Savings * Months you plan to keep mortgage) \u2013 (Closing Costs \u2013Escrows) = Net Savings<\/p>\n

($166.66 * 120 months) – ($6,000 – $1,000) = $14,999.20<\/p>\n

If you kept the mortgage for 120 months (10 years) you would save $15,000.<\/p>\n

Okay, now you can find out where to sign.<\/p>\n

Calculating the net benefits of a refinance is crucial in determining if it is strategic for you to refinance. Keep in mind that each mortgage is slightly different and you may need to adjust calculations accordingly.<\/p>\n

……<\/p>\n

Frequently Asked Questions:<\/h2>\n

Q:\u00a0 I heard that I should only refinance if I drop 1% on my mortgage is that true?<\/strong><\/p>\n

Some people say \u00bd % , 1% to never. Every mortgage is different.<\/p>\n

For Example: A no cost loan can have a 1 month break-even point with only a .25% drop in interest rate. Now that you know how to calculate your net benefit, you are able to figure out what\u00a0may be\u00a0best for your situation.<\/p>\n

Q:\u00a0 Why can\u2019t I just compare my current payment to the proposed payment and figure out my net benefit?<\/strong><\/p>\n

You could just compare just the two payments if you wanted to find out your cash flow savings, but the current and proposed loans may have two different amortizations.<\/p>\n

Let\u2019s\u00a0assume you currently\u00a0have a 15 year mortgage\u00a0and you’re comparing it\u00a0to a 30 year mortgage. If\u00a0both loans have\u00a0the same interest rate and\u00a0loan amount\u00a0but the amortization is different, your interest savings per month would be $0. However, you are going to show a cash flow savings with the 30 year mortgage because of the longer amortization.<\/p>\n

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Related Article – Refinance Process:<\/h2>\n