# Amortization Schedule

Have you been looking for an amortization schedule to handle a loan feature that other web calculators can't accommodate?

If so, then this is the calculator for you. Scroll down the page, and below the calculator, you'll find all the options and features explained.

If, on the other hand, what you want is a quick schedule, then here is all you need to do...

## Steps for a Quick Payment Schedule

##### Amortization Schedule

- Create printable amortization schedules with due dates
- Calculate loan payment amount or other unknowns
- Supports 9 types of amortization.
- User can set loan date and first payment due date independently.

- Leave all inputs and setting set to their defaults
- Enter the "Loan Amount"
- Enter expected "Number of Payments"
- Enter the "Annual Interest Rate"
- Set "Payment Amount" to "0" (the unknown)
- Click either "Calc" or "Print Preview" for your schedule

That's it! That's all you need to do to create a standard loan schedule.

But what if the terms of your loan do not conform to this calculator's default settings? Or what if you want to know what amortization method will save you the most in interest charges?

#### Info...

Click, copy, paste this URL to save the inputs for yourself or to share with others.

This custom URL updates when you click the "Calc", "Clear" or "Schedule" buttons. Paste it into a browser's address bar to reload.

## What is amortization?

##### Quickly Select a Date

According to Wikipedia "Amortization refers to the process of paying off a debt (often from a loan or mortgage) over time through regular payments. A portion of each payment is for interest while the remaining amount is applied towards the principal balance."

Further, "an amortization schedule is a table detailing each periodic payment on an amortizing loan (typically a mortgage), as generated by an amortization calculator."

(To be technical here, I take issue with the use of the word "regular" as used in the definition. I prefer "periodic" or "recurring" instead. Perhaps I should edit the entry?)

That's what amortization is, but the definition does not address, naturally, the different methods used for calculating an amortization schedule.

This calculator does!

It supports the following nine amortization types.

- Normal Amortization
- Rule-of-78s Payment Table
- Interest Only Payment Schedules
- No Interest Loan Schedules
- Fixed Principal Amortization
- Canadian Loan Schedule
- Amortization with Points & Annual Percentage Rate (APR)
- Loan Schedule with Final Balloon Payment
- Negative Amortization

You'll find each method discussed below.

## About Dates, First Period Interest & Year-End Totals

Important Note About Dates: This calculator supports variable length first periods. That is, the calculator calculates the exact amount of interest due even when the initial period is shorter or longer than the other scheduled periods. **Supporting odd length first periods results in more accurate calculations, but you'll see interest charges that do not match other calculators.** If you want to match other calculators, then set the "Loan Date" and "1st Payment Date" so that they equal one full period as selected in "Payment Frequency." Example: If the "Loan Date" is May 15th and the "Payment Frequency" is "Monthly," then the "1st Payment Date" should be set to June 15th, that is IF you want a conventional interest calculation.

Click on "Settings" for "Long / Short Period Options"

**Long first period**

A long first period occurs when the period between the loan date and the first payment date is longer than the selected payment frequency. The calculator can calculate the interest due for these extra or odd days in one of four ways.

- None - free money! No interest calculated on the odd days
- With first - odd day interest paid with first payment due. Payment will be larger than the other periodic payments.
- With origination - odd day interest is due when the loan originates - commonly known as "prepaid interest"
- Amortized - a small amount of odd day interest is paid with each payment. The calculator increases all payments to be equal.

**Short first period**

A short first period occurs when the period between the loan date and the first payment date is shorter than the selected payment frequency. The calculator can calculate the interest due for the short period in one of three ways.

- No payment reduction - the calculator calculates what is considered to be a "normal" normal payment amount and uses it for the first payment. The last loan payment is reduced to compensate for the short period
- Reduce first - the first payment is reduced to compensate for the short period
- Reduce all - all payments are reduced to compensate for the short period.

Here's a more formal definition of odd days interest from the Financial Dictionary.

One more comment about dates.

By default, the schedule's totals are calculated as of December 31.

But some taxpayers pay taxes based on a different year-end. This calculator supports annual and cumulative totals as of any month end.

Click the "Settings" button and select "Year End Month."

## 9 Types of Loan Amortization Schedules

**Normal Loan Amortization**

If in doubt, use this setting when amortizing a loan. In the US at least, nearly all loans use the "normal" method.

These are the characteristics of a normal loan or mortgage:

- They have "level payments" i.e., the scheduled periodic payment amount does not change. (With the possible allowance, as discussed above, for odd day interest.)
- The interest amount paid declines each period as the loan balance is being paid down.
- Thus, the principal amount paid each period increases to keep the payment amount level.
- There may be a slight adjustment ("rounding") of the final payment so that the loan is brought to a 0 balance.

The next method, consumers will want to avoid.

**Rule-of-78s Payment Schedule**

The Rule-of-78s method front loads the interest due. That is, the debtor pays more interest early in the payment schedule and less interest later when compared to a "normal" loan.

Both the periodic payment amount and the total loan interest due are the same for both the Rule-of-78s and the "normal" methods. The only difference is how the interest gets allocated each period.

The blog post here thoroughly explains the Rule-of-78s amortization and why, as a consumer, you may want to avoid such loans.

For the lowest periodic payment, get a loan using the next payback method. There's only one catch...

**Interest Only Amortization**

Some loans require the borrower to pay only the interest due each period. Such loans are known as "interest only loans"

These are the characteristics of an interest only loan or mortgage:

- The periodic payment amount generally does not change.
- The interest amount paid each period is the same because no principal is paid, the loan balance does not change.
- The entire principal balance plus the last period's interest is due with the last payment.

If you think that interest only loans are not very common, then think again.

Many bonds sold to investors are interest only loans. The bond's buyers are lending the issuer money. The bonds pay the buyer a periodic coupon payment which is the interest on the debt. And as reported by Zacks the size of the bond debt in the US at "the end of 2017 was more than $40.7 trillion"

That's a lot of debt financed with interest only payments!

If you represent a bond issuer, you can prepare a bond coupon payment schedule with this amortization calculator. The "loan date" is the bond's issuance date and the "first payment date" is the date of the first coupon payment. Make sure to select the "Interest Only" amortization method.

**No Interest Loan Amortization**

Yes, it happens! I added this amortization method to the Windows version of this calculator 20 or more years ago. Someone called me (remember phone calls?) and said he and his wife were lending money to their son and they wanted to create a payment schedule that they could agree to, the catch was, there would be no interest charged.

This amortization schedule continues to support an interest-free loan.

You may ask, "Why not just enter a "0" interest rate?"

The answer is simple. If a user enters a "0" for any input, then the calculator interprets that as the unknown value. So if a user enters a "0" for the interest rate, the calculator will attempt to calculate the rate.

To get around this, select the "No Interest" option for an amortization method.

The following amortization method will save you interest charges if you can afford it.

**Fixed Principal Loan Table**

Before computers and calculators, that is, before it was easy to calculate a level payment amount, lenders frequently had lenders payoff loans using the fixed principal amortization method.

Why?

Determining the payment amount requires only simple arithmetic. To calculate the payment due, first, divide the principal loan amount by the number of payments in the term and then add the periodic interest.

These are the characteristics of a fixed principal loan or mortgage:

- Payment amount start higher than a "normal" loan.
- The loans feature a declining payment amount. As the borrower pays down the principal balance, the interest due each period is reduced and therefore the payment decreases over time.
- The principal amount paid each period is fixed. The principal paid on a $1,200 loan with a term of one year will always be $100.
**The borrower pays less total interest**- There may be a slight adjustment ("rounding") of the final payment so that the loan is brought to a 0 balance.

**Canadian Amortization Schedule**

The Canadian amortization method is the same as the "normal amortization method" except for one detail. When the user selects the Canadian method, the calculator automatically sets the payment frequency to monthly and the compounding frequency to semiannual.

A conventional loan typically uses the same frequency for both payments and compounding.

The Canadian method, because it uses less frequent interest compounding, results in a slightly lower scheduled payment amount because the interest due is somewhat less each period when compared to the interest charges owed under monthly compounding.

For more details, here's a A Guide to Mortgage Interest Calculations in Canada.

**Amortization with a Balloon Payment**

Occasionally, there are times when the terms of a loan call for a payment to be calculated on a 30-year payback but the loan will come due after five years of payments (for example).

Because the payment calculation uses a 30-year term, the balance of the loan will still be substantial relative to the starting balance when the term is up in five years, and the balance is due.

Creating an amortization schedule showing the balloon payment amount is simple with this calculator.

- First...
- Enter the loan amount
- Enter the interest rate
- Enter the number of payments which will be used to calculate the periodic payment due - in this case 30-years or 360 monthly payments.
- Enter "0" for the payment amount and click on "Calc"

- Then....
- Change the number of payments to the actual term of the loan - per this example that's 5 years or 60 payments
- Click on "Print Preview" to see your amortization schedule with a balloon payment.

**Loan Schedule with Points, Fees and APR Support**

Some loans require the borrower to pay an upfront charge called "points."

Why would a borrower be willing to pay an extra charge?

When the borrower pays points, the lender reduces the interest rate. Points are in essence prepaid interest (and the IRS treats them that way). One point is one percent of the loan amount. Thus, one point on a $300,000 is equal to $3,000.

The user has two choices for how to create an amortization schedule with points. Click on "Settings" and select "Points, Charges & APR Options."

If "Include dollar value of points in interest charges" is checked then the calculator calculates the dollar cost of the points, and the payment schedule shows them paid at the loan origination. The calculator also adds the cost of points to the total interest charges.

If the user didn't check this option, then the dollar value gets reported in the header only, and the amount does not get added to the total interest.

See Moving.com "What Are Mortgage Loan Points?" for more details.

Points impact the loan's annual percentage rate. If you want to check the APR (and if you are the borrower, you should), you can include a Truth-in-Lending Act compliant calculation in the schedule's footer. Just check the option "Include Regulation "Z" APR Disclosure calculation at the end of the schedule?". For an accurate APR, don't forget to include any fees in "Other charges & fees (for APR calculation)?" input.

**Negative Amortization Calculation**

Users frequently tell me they use this calculator to "check their lender's payment amount."

That's fine, of course. But all borrowers should also understand, there is no such thing as a "correct payment amount." The only payment amount of concern is the amount agreed to between the lender and borrower. All things being equal if the lender says the payment is $315 a month and the borrower expects it to be $311 a month, it doesn't matter - as long as they both agree on the initial period's calculated interest amount. If the parties agree on the interest calculation, then paying a slightly higher amount will pay the loan off marginally faster or result in a smaller final payment, and the total collected as interest will be slightly less.

So what does this have to do with negative amortization?

Simple, if the lender and borrower agree on an amount that is not large enough to pay the interest due it results in negative amortization.

**This amortization calculator gives the user the ability to set any payment amount. Rather than enter a "0" for the payment, enter the agreed upon payment amount.**

When the payment amount is less than the periodic interest due, the loan balance will increase each period because the interest not covered by the payment must get added to the balance.

There is nothing wrong with a negatively amortizing loan per say. However, the borrower will have to be prepared to pay a single, large payment at the end of the term.

If you are the borrower, be sure to check the last payment row of the schedule for the final payment amount, which includes the accrued interest, to see if you can handle it.

Note the negative principal amounts in the below figure.

## Need an Amortization Schedule in MS Excel^{®}?

From time-to-time, I get requests from users for the ability to export an amortization schedule to Excel. This calculator won't do that. However, users can select the data and copy/paste to Excel.

You can copy/paste from either the main window or from the print preview window. If you copy from the main window, then formatting will remain intact. If you copy from the print preview window, then only the values will be copied. Depending on the browser you are using, you may have to use Excel's **Paste Special** feature and select "Text" for copy/paste to work.

If you want to copy from the main window, I think the easiest way to do that is to scroll to the end of the schedule and select the last row and then scroll upwards to select the entire table.

## Save Payment Schedule to PDF

If you want to share this calculator's schedule with someone or save it in a digital format for later reference, you can print the results to a PDF file.

If you are using Google's Chrome browser, printing to PDF is a standard feature. Click on Chrome's menu (the 3 verticle dots) and select "Print..." Click on the "Change..." button and select "Save as PDF."

If you are not using a browser that supports printing to a PDF, no problem. You can install a PDF print driver. It pretty easy to do this. And there are many free ones from which to pick. In the past, I used PrimoPDF.

By the way, one advantage of installing a PDF print driver, even if you use Chrome, is you'll then be able to create PDF files from any application you use, not just your browser.

**Make sure, when saving to PDF that you use the "Print" button on the "Print Preview..." window.**

## Printing the Payment Schedule

Actually, there's not a lot to say about printing...

Users should know that printing is expected to work from any device. It's pretty cool to print a well-formatted schedule from a smartphone that is connected wirelessly to a modern printer. (I've personally tested this using an iPhone 5 and iPhone X printing to an HP LaserJet Pro 400.)

Make sure you are printing from the "Print Preview..." window where there are two print buttons available.

If you have any problems, please let me know what browser and version you are using. I can test various browsers, but unfortunately, I can't check too many printers (unless you are prepared to donate one to the cause!).

## What Do You Think?

Or what would you lke to know?

While this page covers a lot of material on amortization schedules, it can't cover everything.

Let me know in the comments below what I missed. Or feel free to ask your questions and I'll answer them (to the best of my ability).

MS Excel® is a registered trademark of the Microsoft Corporation.

## Loan Payment Schedule Help

Every loan has four primary attributes or variables. (1) The loan amount, (2) the number of payments, (3) the annual interest rate and (4) the payment amount.

Enter any 3 values and zero ('0') for the unknown value. Click the "Calc" button to solve for the unknown and create a schedule.

Note: you can enter a non-zero value for all 4 variables. In that case, your inputs will be used to create the amortization schedule.

The "Loan Date" is the date the monies are advanced. It is also called the "origination date".

The "First Payment Date" is the date the first payment is due. It may be the same date as the "Loan Date" but not usually. When they are the same, this is known as "Payment-in-Advance". Leases are typically paid-in advance.

"Payment Frequency" determines how often payments are due. Monthly is the most common in the USA.

"Compounding" impacts how interest is calculated. In most cases "Compounding" should equal the "Payment Frequency".

"Points" are charged on some loans by the lender. Points are expressed as a percentage of the loan amount. A 300,000.00 loan with 2 points results in an extra fee due the lender of 6,000.00. Points are common for mortgages in the US only. Normally, you will want to leave this input set to 0.0%.

To print any loan schedule, click on "Print Preview" and then "Print this schedule". "Print Preview" will also function as a "Calc" button.

Cheat Sheet | ||
---|---|---|

Years | Biweekly | Monthly |

4 | 104 | 48 |

5 | 130 | 60 |

6 | 156 | 72 |

10 | 260 | 120 |

15 | 390 | 180 |

20 | 520 | 240 |

25 | 650 | 300 |

30 | 780 | 360 |

## Trudi says:

I am trying to set an amortization schedule beginning 11/03/2017 first payment 12/03/2017 loan amount $200,000.00 @ 3% compounded monthly 64 payments of $3333.33. However, I want to make an extra payment at the end of the year in december 2019, 2020 etc. to reduce the years and amount of interest paid overall.

Please help!

## Karl says:

This loan calculator will create an amortization schedule and allow you to have annual extra payments. See the "options tab" for entering extra payment details.

## TRUDI says:

IM GONNA GIVE IT A WHIRL! YOU ARE THE BEST. THANK YOU AND HAPPY 2019

## TRUDI says:

Karl I want it to go directly to principal and reduce the number of years. how can i get that done?

Thank you

## Karl says:

Hi Trudi, gosh, I’m wondering if there’s a problem? The loan calculator I recommended allows the user to create an extra payment series (one or more extra payments) starting on a specified date. When an extra payment is made, 100% of it is applied to the principal balance.

If you look at the schedule, you should see three columns pertaining to interest, "Interest Due", "Interest Paid" and "Interest Balance". What is happening is this. Whenever you make an extra payment, the calculator will calculate the interest due up to the date of the extra payment. This calculation is just for tracking purposes though. You’ll see the interest paid column will show a "0" amount. Check the "Principal Paid" column and you’ll see that the amount equals the amount of the extra payment, and "Principal Balance" column has dropped by the amount of the extra payment. To test this, I suggest just making one extra payment of $1,000 on any random date and looking at the results on the row in the schedule that shows the extra payment.

Please let me know if that’s not what you see.

## JJ says:

Hi Karl,

I ran my amortizations again and wanted to confirm I did this correctly since I’m not an expert on this. The loan dates are the only difference but I’m getting the same monthly payment numbers. Both should start accruing interest from Loan Date. The monthly payments for both are $4842.18. The total interest is different though. I believe this is correct but wanted your guidance here. Thanks! Love this tool.

Loan Date 1: 9/14/18

Loan Date 2: 10/10/18

Amt 1: $150,000

Amt 2: $150,000

First Payment Both Loans: 5/31/19

Simple Interest: 10%

365 Days

I selected With Origination

## Karl says:

Hi JJ,

From an operational point of view, it’s almost impossible not to use the calculator "correctly." That is, it will always give you accurate results. The question really is, do you have the various options set to replicate the terms of the loan for which you want the schedule.

From my experience, I think the most common way for a lender to collect the initial "odd day’s interest" from a long initial period is at the time of the loan’s origination. If that is true for the loan in question, then you have made the right selection.

Notice, if you had selected "Amortized", then the payment amount would change (usually slightly) when the loan date changes. This is because the odd day’s interest is effective added to the loan’s balance and paid off over the term of the loan.

## JJ says:

Hi Karl,

When I run the schedule, the top line says loan date. then in the payment column it shows $9,370.80 and Interest columns shows the same with a balance of 150,000. Why are the $9370.80 numbers listed before the 1st payment?

Thanks again.

## Karl says:

That’s called "prepaid interest". The calculator is calculating it that way because you have the long period option set to "With origination," that is, with the loan’s origination which is the loan date. It is the interest for the odd initial days prior to the first regular periods starting.

## Sue says:

Hi:

With so many calculators, I still cannot find the one that the line of credit terms I have would require. The terms state that with a fixed rate for a set number of years for payment (e.g. 5 or 10 or 15), the monthly payment will consist of equal amounts going to principal and interest. Do you by chance know of a calculator that can handle this? Thanks in advance,

Sue

## Karl says:

Hi Sue, the short answer is "no," I’ve never heard of such a loan payment schedule (or of a calculator that would handle it).

Are you in the US? If so, is this from a private lender, or are you the lender? If you are the borrower, why would you want such a loan? And if you are the borrower, I would strongly encourage you to shop around and to compare the APR rate between the loans. And you might even want to confirm them yourself using this APR calculator.

APR is the cost to borrow money stated as a rate. There are Federally mandated rules governing how the rate has to be calculated. For the borrower, the lower the better.

## Sue says:

Thanks for your quick reply, Karl. I would be the borrower for a line of credit that I have at US Bank. I never before used this line of credit. If I want to use it, I have to comply with the terms. I will go back to them and clarify these payment terms, maybe I misunderstood something. I didn’t know that the calculations are governed by federal rules. Again, I appreciate your help.

## Karl says:

You’re welcome. You’ve provided more details which are useful. First of all, a "line of credit" tells me that there probably are not regularly scheduled payments other than perhaps a minimum payment. If that’s the case, the APR calculator is not designed for revolving credit loans. However, the loan should come under Federal regulation and the would state the APR in the loan’s documents.

Anyway, here is a calculator you can use, if you find out that the payment amount is not always split equally between interest and principal. If you try the calculator, scroll down the page to the tutorials. Read #1 for an overview, and the #25 is about tracking a loan balance with varying payment amounts paid on different days.

I’m curious to know what you find out when you talk to the bank. If in fact there was no misunderstanding, I would be very interested to know what they call this type of loan or calculation.

## Sue says:

Thanks, I will figure it out and let you know.

## James Hann says:

I really like this website. It is one of few that provide me with useful interest calculations that I need to do my taxes.

## Karl says:

Taxes. Don’t mention them! I just heard on MarketPlace that the IRS will be able to accept returns during the "partial" government shutdown. But as to refunds? We’ll have to wait!

Thanks for letting me know how you are using the calculators.

## Sue says:

I contacted (again) the bank. I am at fault, I misunderstood what they previously said. So no “special” calculator is needed ;):). Thanks for getting back to me and for your very helpful calculators.

## Karl says:

Thanks for letting me know. For a while there, I thought I had to drop what I was dong and update these calculators to handle a new type of loan. Glad I don’t. 🙂 I’m in the middle of a site update prior to the release of some new calculators.

Anyway, I’m not sure of your specific needs. As you probably know, there are a few different loan calculators on this site. If you have any questions about which one is the best for you, just ask.

## Sue says:

Thanks!

## John O. says:

This amortization schedule is pretty amazing!

but as much as I would love to simply use it there is a something I can’t get myself to understand.

I have a question regarding the use of the Daily compounding, in the option ‘Compounding?’ -> Daily

I’ve looked everywhere to find out how the daily compounding is calculated in these amortization schedules but I can’t see to find it. Is it possible you could explain me what process of the amortization calculation change with the daily compouding in difference with the monthly one? and why does it change the monthly payments? I’ve also noticed it changes the calculation of interest in each individual month.

Thanks again for this tool!

## Karl says:

Thank you. Glad to hear you find the calculator "amazing!"

Are you familiar with the principle of compounding interest in general? If not, what it means is that the interest calculated from the prior period is added to the principal balance and included in the interest calculation for the current period.

With daily compounding each period is a "day". So each day the interest due is calculated and added to the loan balance. That makes each successive day’s interest amount slightly higher because the balance due keeps growing as the prior day’s interest is added to it.

With monthly compounding, the interest period is a month and therefore, the interest is only calculated once a month.

The borrower will pay "slightly" more in interest charges if a loan uses daily compounding, and thus the payment will normally be somewhat higher than with a monthly compounding loan.

Does this answer your question?

## Carole says:

If no payments have been made since loan inception, how do I calculate the interest back into the loan amount?

## Karl says:

You have at least two options:

## Karl says:

If you are looking at calculator #2 and wondering how you would know the new loan balance as of today considering the missed payments, it’s pretty simple, but not necessarily obvious. Enter 2 rows into the table. The first row is the loan amount. The 2nd row is for 1 payment and today’s date. The payment amount is unknown. The calculator will calculate it. One payment would pay the balance of the loan as of today with the interest due since the loan date.

## Carole says:

Thanks for the quick reply. I’m still having issues but will continue to try by following your directions. Seems like it should be simple since no payments were made.

## Karl says:

You’re welcome. I had made a 2nd comment, but I see that I made the comment to my comment so not sure if you saw it? It had more instructions for option 2. If you didn’t see it, just scroll up, if you decided to try the 2nd one.

If something not clear, just ask at the bottom of the page so I know what calculator you are using.

## Marlene says:

Does the calculator have an option to change accrual basis from Actual/ Actual (to

Actual/360?

## Karl says:

If you set compounding to "Exact," and select a 360 day year, then that will be "Actual/360."

And actually (sorry!), this calculator does not support "Actual/Actual."

## John says:

how do I extend the amortization to the end. I can only get the table to go out 3 years. i want to get a printout thru the last payment. thank you.

## Karl says:

The calculator will use whatever values you provide, or if you set one of the 4 main variables to 0, the calculator will calculate a resuld.

It sounds to me as if you’ve got 36 entered for "Number of Payments" assuming monthly payments. If you want to use a particular payment amount, and you want to see how long it will take to pay off a loan using that amount, then set "Number of Payments" to "0" and the calculator will calculate it.

Please let me know if this does not solve your problem. If after this, you still can’t get it to show you more than 3 years, please tell me what inputs you are using.

## Ann says:

I noticed that this most recent time when I clicked Print Preview after calculating a normal mortgage amortization, the section under “#/Year” states “undefined”, although it is showing up fine to view prior to printing (under “No/Yr). I don’t remember it doing that in the past. I use your site often and find it very helpful. Thank you.

## Karl says:

Yea, what a pain, right? I made a small site wide release last night and I see that I broke the period/year column on some calculators.

I know what caused the problem and I’ll have a fix released by tomorrow.

I’m sorry for the problem. I’m glad to hear that you normally find the site useful.

## Ann says:

Great! Thank you.

## Karl says:

Ann, the problem with the payment number column is fixed. You may have to perform a hard refresh of the page if you don’t see the change right away:

Depending on your operating system all you need to do is the following key combination:

Above, from Refresh Your Cache.

## B. Jordan says:

I hold the mortgage on several loans .will this program do more than one.

## Karl says:

I don’t really know what you mean by "this program." If you are asking about the C-Value! program for Windows, it will let you track an unlimited number of loans, each loan is saved to its own file.

Does that help?

## B. Jordan says:

Yes that helped. Down loaded program today SolveIT. Trying to print report for yearly interest paid on loan for 2018 for multiple loans for IRS, not sure how to do selected dates.

## Karl says:

Thank you for your SolveIT! order.

As I understand it, you are tracking loan payments and balances. To do that, you should use the C-Value classic calculator that is included with SolveIT! under the "Schedule" menu choice. This is the calculator that allows you to record the payments as they come in and then save each loan to a separate file. You can set the date as you record the payment.

If you open the Help table of contents there are a number of tutorials. See tutorial #25 under C-value. Or you can use this online loan payoff tutorial as it’s similar.

If you are trying to create a single report for interest across multiple loans, none of my calculators do that.

## Steve Stratos says:

I have a 5 year promissory note for $125,000 @ 8.5% interest. I have to pay $10,512.00 along with the first amortized principal payment of $885.00 for a total payment of $11,397. I see that you can make extra payment on your charts but my extra is both principal and interest When I plugged in the numbers my principal was not near the first amortized principal of $885. I am stumped.

## Karl says:

Why is there such a large first payment? You’ll have to give me the details so I can understand. Dates are important. The only thing that I can guess is that the money was lent a long time ago and there’s a large amount of accrued interest. If that’s the case, what dates did you plug in for the loan date and first payment dates?

## Ken says:

This is a question regarding premium financing.

The particulars are as follows:

Annual premium $500,000

Deposit required $50,000

Balance $450,000

Terms 9 months

Option 1. 7% annual percentage rate

Option 2. 1 1/4% per month on the unpaid balance

Which is a less expensive option?

And how do I run these calculations myself?

Thanks for the guidance.

## Karl says:

I thought I understood premium financing, but given this example, I’m not sure that I do. But is your question basically which is cheaper 1 1/4% per month on $450,000 (and declining) or 7% per year on $450,000. Is there a monthly payment here somewhere? I’m also confused about the stated 9-month term because the premium would be payable for the term of the policy which I can’t imagine is just 9 months. It just seems some details are missing, but perhaps not.