Link to original article with diagrams - http://hubpages.com/hub/Financial-Strategies-5-INTEREST-rate-vs-cost-ear...

Financial Strategies # 5 INTEREST rate vs cost - earned vs charged

By Jennifer Bhala

As a society we have been trained to look at certain aspects of banking in a limited way because by so doing we can easily be manipulated into thinking something we are offered is a good thing for us, when in fact it isn't.

There are multiple market myths and half truths that have distorted what people believe is helping them financially when in fact it is hurting them. Basically we have been taught to do what the banks want us to do and think the way they want us to think.

How many people do you know who actually draw a line down the centre of a piece of paper and on one side write down the actual amount of interest in dollars they have earned over say a year and on the other side of the same piece of paper write down the dollar amount they are paying in interest charges? I hope you understand that I am not talking about interest rates and rates of return, I am talking about the actual amount of interest in dollars that one either earns or pays?

Rate versus Cost

There are multiple ways of calculating interest. I don't know them all, but some are compound, simple, average daily balance, amortized, minimum monthly balance, to name a few.

The way interest is calculated makes a huge difference to the actual costs associated with a loan. For instance when you purchase a car for example

the interest rate might be 5%,

cost of car $25,000,

monthly payment $575,73,

with a 48 month term.

So what is 5% of a monthly payment $575.73? answer is $28.79. Most people think this is what they are paying.

However the first payment will be divided into $471.57 towards principal and $104.17 towards interest. So that means you are actually paying 18.09% interest that month.

After 13 payments you have paid $25,000 - $18,714.02 = $6,285.98 in principal payments plus $1,198.54 towards interest equals a total of $7,474.52 in payments. The percentage of interest volume you have paid the lender is still 16.01%.

So for the first 13 of 48 months you are really paying an average of 17% interest on a 5% loan.

If you do pay the whole loan back over 4 years you will actually pay $2,635.15 in interest charges which is 10.54% of $25,000 on a loan charge rate of 5%.

The national average is that most people return their vehicle for a trade in before they have paid off their loan, so during the last year or two when you would be paying mostly principal payments you start a new loan all over again beginning with the higher percentage going towards interest. The interest rate does not matter as much as the cost you are really paying.

Once you pay the lender your money for the car, that money has now gone, never to be seen or used by you again. So now you have to start all over again, borrowing more for the next thing you want.

What if there was a way to recapture not just the 17% or 10.54% interest charges but also the principal so it was available for you to buy the next car with when you are ready for a new one? Would it be worth it to you to learn how? How many investments offer 10.54 or 17% returns guaranteed?

Let's look at another example of rate vs cost

If you are paying for a mortgage, go and have a look at your amortized payment schedule which you should have received when you signed all the paperwork.

Let's look at a $200,000 mortgage being charged a 6% interest rate over 360 months (30 years). The monthly payment will be $1,199.10.

6% of a $1,199.10 monthly payment = $71.95

However, in real life, in month one, $1,000 goes towards interest and $199.10 goes towards paying back the principal. You are actually paying 83.39% interest volume for your first months payment.

Did you know the national average for Americans either refinancing or selling and re-buying their mortgage/home is 5 years?

At year five, the interest volume is still above 80% at about 80.69%

So for a mortgage that is charging a 6% interest rate, you are really paying over 80%.

It takes 21 years to pay off half the amount you borrowed, $100,000 but you have paid the lender one and a half times the amount you borrowed. Yes, you have paid the lender $302,173 and you still owe $100,000 to them.

Also, if you keep paying the mortgage every month without fail and are charged no late fees or penalties you will pay a total of $431,677 for borrowing the $200,000. That equates to $231,677 of interest volume which is really 116% of what you borrowed.

This is a mortgage loan with a 6% interest rate. So can you see how the cost of a loan is more important to understand than the rate being charged?

When you refinance after 5 or even 10 years to get points of a percent off your rate, you must consider the fact that you will be;

1. starting your mortgage all over again from month one, lengthening the time you will be in debt,

2. increasing the amount of interest you will be paying by paying the highest percentage of volume, and

3. paying refinance charges on top of that is really setting you back and sending you further into debt rather than helping you get out of debt, even if your monthly payment is lower.

4. Understand that it will take you at least 5 years to break even with the money saved by reducing the interest rate. At that time is probably when you will start the process all over again if you are like average America.

Do you know of any investment opportunities where you can earn rates like you are paying on a mortgage? Are you starting to get the picture of why you must understand what you are actually paying in interest charges compared to what you are actually earning as interest income that must be taxed and look at both sides of your financial picture on the same page at the same time?

Where else can you earn 116% or even 80% as a guaranteed return? You see isn't capturing the interest charges you are now paying someone else, the same as earning 116% or 80% for yourself? Please wrap your mind around that. This must be understood if you want to reverse the flow of your money back towards you instead of away from you. On top of capturing the interest charges you can also capture the principal payments as well. Has a light gone off yet. If not, call me today for further explanation.

So we have compared interest rate versus cost. Next we will look at Interest earned versus charged.

Interest Earned vs Interest Charged

Let's start with Interest Charged

If you look at your monthly statement of any of your loans, it should always show you how much of your monthly payment is paying off your principal debt, and how much is paying the lender as interest.

Right now, I want you to go and get the most current statement of all of your debts, including credit cards, student loans, mortgage, car loans, and any other loans you have that you pay interest on. Go now and get them. Yes, this is a doing hub not just a reading hub.

Step 1. - Write down each debts name on the left hand column of a page.

Step 2. - In the next column, write the total amount you originally borrowed for each loan.

Step 3. - In the next column write the total amount you owe now, for each loan.

Step 4 - In the next column write your total monthly payment amount for each loan.

Step 5 - Now write just the amount of each payment that pays off principal debt.

Step 6 - Now write the amount of each payment that pays interest to the bank.

Step 7 - Next is where you will need a calculator unless you are a math wizzz. Here you will divide the interest by the payment to determine the interest volume you are paying right now for each and every loan.

As an example your monthly payment is $1,199.10 of which $1,000 goes to interest and $199.10 to principal. So in your calculator punch in 1000 divided by 1199.10 = and the answer will show as 0.8339588 which translates to 83.396 or 83.4% interest volume.

1000 = 83.4% of 1199.10.

Now we want to determine what percentage of your total income is actually going towards paying interest on debt each month, so...

Step 8 - Add up all the amounts of interest listed for each debt for this month.

Step 9 - Figure out what your gross income is. What do you earn before all the deductions of social security, medicare, taxes etc. etc.

Step 10 - Now type into the calculator the total of the interest you pay to all your debts every month, the number from step 8. Then divide this by your gross income total and see what percentage of your income is paying interest to some one elses bank each and every month.

The national average that people pay in interest payments every month is actually 34.5%. Where do you stand in comparison.

Interest Earned vs Interest Charged

Now we'll look into Interest Earned.

Following the same type of columns but on a separate piece of paper, write down all the different types of investments you own that you earn interest on.

There are different types of earned interest.

We have the simple savings account. How many dollars and or cents did you earn this month? How much was deposited into your account? And how much money had to be sitting in your account to earn that amount?

Does your bank pay interest on your lowest monthly balance or on the average daily balance? If you have $10,000 sitting in your savings account for 29 days of a month and then withdraw it so you have maybe $100 left in the account, does the bank pay you interest on the lowest monthly balance of $100 or on the average daily balance where for 29 days you had $10,000 and depending on the month, $100 for 1 or 2 days?

Does your bank add the interest to your account monthly so you earn interest on the interest over the year or does it deposit the interest into your account at the end of the year?

Then there are CD's (Certificates of Deposit). Average out the amount you earn each month, the dollar amount that is actually added to your account. And once again, how much do you have to have deposited, sitting there untouched for you to earn the pittance they pay you? Also, how much penalty do they charge if you have an emergency and need to withdraw your money for it?

If you have $10,000 in a CD earning 3% you will earn $300 over the year divided by 12 months = $25 in the first month. If the $25 is deposited into your account that first month, depending on how they figure out the interest, you could earn $25.06 in the second month, because now you are earning interest on $10,025.00. But, if they deposit the interest after the first day of the second month and they figure the interest using minimum monthly balance you will still earn the interest on the $10,000 as that was your lowest balance for that month.

Of course we also have to take into account the fact that we owe taxes on all interest earned. So what tax bracket are you in and how much will you need to deduct from your interest earnings for the taxes?

Mutual Funds

You must figure our how much you have earned on your investments, not by looking at the interest rate or rate of return or what ever but by using the dollar amounts like we did for the car loan and mortgage above.

Also, if your investment is doing really well and you have growth and a profit, that money is not really yours until you take it and deposit it into an account where it is safe and their is guaranteed no loss of principal, because that growth may disappear tomorrow.

Study the diagram below so you see how just talking into account interest rates can be deceiving. If you had $100,000 and a drop in the market meant you lost 36% but then you happily found out that now you had a swing up 83%, (all this taking place over a seven year period) then you would probably feel really good right. But if you switch out the percentages and replace them with dollars you realize that you really only had a 1.92% return on your money over seven years. That doesn't include the mutual fund manager fees you pay whether they are performing well for you or not. And also the taxes on that capital gains and the lost opportunity of what that money could have been doing for you over that seven year period.

How Are Your Investments Doing?

Now Study the Numbers on BOTH Sides of Your Paper

How many interest dollars are paying towards interest each and every month?

What percentage of every dollar you earn is flowing towards someone else's bank?

Now how many interest dollars are you actually earning (after expenses) on your savings and investments each and every month?

NOW, why would you not want to spend some time talking with me about a whole new way of banking?

WHy would you not want to have a paradigm shift in your way of understanding how to set up your finances so your money is flowing back into your life instead of away from you and bettering someone elses life instead?

The financial model we follow needs some changes. If we want to change our countries financial situation, we must start with our own financial situation. You can do something about this. This is the solution. Call me today so I can do a webinar with you and show you so much more and so many more benefits you will be amazed.

I look forward to sharing more with you soon, but click here to see my special offer.

Please read the other hubs in my Financial Strategies Series beginning with #1 earn tax advataged dividends and interest income

Disclaimer

Presentation and supporting material are designed to educate and provide general information regarding the subject matter covered. It is presented with the understanding that the presenters are not engaged in rendering legal, financial or other professional advice. It is also understood that laws and practices often vary from state to state and are subject to change.

All illustrations and examples provided in these materials are for educational purposes only and individual results will vary. Each illustration or example provided is unique to that individual and your personal results may vary.

Because each situation is different, specific advice should be tailored to each individual's particular circumstances. For this reason, the audience is advised to consult with a qualified licensed professional of their choosing, regarding that individual's specific situation.

The authors and presenters have taken reasonable precautions in the preparation of all materials and believe the facts presented are accurate as of the date it was presented. However, neither the authors nor the presenter assumes any responsibility for any errors or omissions.

The authors and presenters specifically disclaim any liability resulting from the use or application of the information contained in all materials, and the information is neither intended nor should be relied upon as legal, financial or any other advice related to individual situations.

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