General APR Calculator
APR calculator with compounding and payback options
Estimate real APR and repayment cost including loaned fee and upfront fee.Input details
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APR Calculator: The Complete Guide to Annual Percentage Rate, How It Works, and How to Calculate It
Few numbers in personal finance carry as much weight — or cause as much confusion — as the Annual Percentage Rate, better known as APR. It appears on credit card offers, mortgage disclosures, auto loan terms, personal loan agreements, and savings account marketing. It's the number regulators require lenders to disclose specifically because it's meant to help consumers compare costs apples-to-apples. Yet many people still don't fully understand what APR represents, how it differs from the "interest rate" printed right next to it, or how to calculate it themselves.
This guide breaks down everything you need to know about APR: what it is, how it functions, the exact formulas used to calculate it (with worked examples), how it differs from related terms like interest rate, APY, nominal rate, and daily periodic rate, the different types of APR you'll encounter, its limitations, and what actually counts as a "good" APR in today's market. Throughout, you'll see how an APR Calculator turns these formulas into a simple tool for comparing loan and credit offers in seconds.
Table of Contents
- What Is Annual Percentage Rate (APR)?
- Understanding How an Annual Percentage Rate (APR) Functions
- Step-by-Step Guide to Calculating Annual Percentage Rate (APR)
- What's the Difference Between APR and Interest Rate?
- Core Components of APR
- How Is APR Calculated for Loans?
- Limitations of the APR
- Types of APRs and Variations (Fixed and Variable)
- Comparing APR and Annual Percentage Yield (APY) With Example
- APR vs. Nominal Interest Rate vs. Daily Periodic Rate
- Potential Drawbacks of Using the Annual Percentage Rate
- What Is a Good APR?
- Using an APR Calculator to Compare Offers
- Frequently Asked Questions (FAQ)
What Is Annual Percentage Rate (APR)?
The Annual Percentage Rate (APR) is the yearly cost of borrowing money, expressed as a percentage, that includes not just the base interest rate but also certain fees and charges associated with the loan. It's designed to give borrowers a single, standardized figure that represents the true annual cost of credit — making it easier to compare offers from different lenders, even when those offers have different fee structures.
APR applies broadly across consumer credit products: credit cards, personal loans, auto loans, mortgages, and lines of credit all display an APR. In many countries, including the United States under the Truth in Lending Act, lenders are legally required to disclose the APR clearly so consumers can make informed comparisons.
The key idea behind APR is simple: a loan's interest rate alone doesn't tell the whole story. Two loans with identical interest rates can have very different total costs if one charges a large origination fee and the other doesn't. APR attempts to fold those extra costs into the rate itself, producing a more "apples-to-apples" number — though, as we'll cover later, it isn't a perfect measure and has real limitations.
An APR Calculator takes the loan amount, the stated interest rate, the loan term, and any applicable fees, and computes the effective APR — giving you a single number to compare against other offers, regardless of how each lender structures their fees.
Understanding How an Annual Percentage Rate (APR) Functions
To understand how APR functions, it helps to think of it as answering one specific question: "If I spread out every cost of this loan — interest plus fees — evenly over the life of the loan and expressed it as a yearly rate on the amount I actually receive, what would that rate be?"
APR Is an Annualized Rate
Regardless of whether a loan's interest is calculated monthly, daily, or in any other period, APR expresses the total cost on a yearly basis. This is what makes it possible to compare a credit card (which calculates interest based on a daily periodic rate) with a personal loan (which uses monthly compounding) using one common figure.
APR Incorporates Fees Into the Rate
This is the feature that most distinguishes APR from a simple "interest rate." When a lender charges an origination fee, application fee, or certain other closing costs, the APR calculation effectively reduces the amount of money you're considered to have "received" while keeping your payment obligations the same — which mathematically increases the effective rate above the stated interest rate.
APR Does Not Compound (Typically)
Unlike APY (Annual Percentage Yield), which accounts for the effects of compounding, APR is generally a simple annualized rate that does not factor in how often interest compounds within the year. This is one of the most important — and most misunderstood — distinctions in consumer finance, and we'll explore it in depth in the APR vs. APY section below.
APR on Credit Cards Functions Differently Than on Loans
For credit cards, the APR is used to calculate the daily periodic rate, which is then applied to your average daily balance to determine the interest charged each billing cycle. For installment loans (personal loans, auto loans, mortgages), the APR reflects the rate used in amortization, adjusted to account for any upfront fees.
Step-by-Step Guide to Calculating Annual Percentage Rate (APR)
Calculating APR by hand involves finding the interest rate that equates the present value of all loan payments to the actual amount of money received (loan amount minus fees). This is conceptually similar to finding an internal rate of return. Here's a simplified step-by-step approach.
Step 1: Determine the Net Amount Received
Subtract any upfront fees (origination fees, points, etc.) from the loan's face amount. This is the amount you actually receive, even though you'll be making payments based on the full loan amount.
Step 2: Calculate the Periodic Payment Based on the Stated Interest Rate
Using the loan's stated interest rate, principal, and term, calculate the regular payment amount (e.g., the monthly EMI for an installment loan) using the standard amortization formula.
Step 3: Find the Rate That Equates Payments to the Net Amount Received
This is the core of the APR calculation: find the interest rate (let's call it the "APR rate") such that, if you used the SAME payment amount calculated in Step 2 but applied it against the smaller "net amount received" from Step 1, the loan would still be fully paid off over the same term. This rate will be higher than the stated interest rate because the same payments are now paying off a smaller amount.
Step 4: Annualize the Result
Multiply the periodic rate found in Step 3 by the number of periods per year (e.g., 12 for monthly) to express it as an annual percentage.
Worked Example: Calculating APR for a Loan With an Origination Fee
Loan amount: $10,000
Stated interest rate: 8% annual (monthly rate = 0.6667%)
Term: 36 months
Origination fee: 3% ($300), deducted upfront
Step 1: Net amount received = $10,000 - $300 = $9,700
Step 2: Monthly payment based on $10,000 at 8% for 36 months ≈ $313.36
Step 3: Find the rate at which $313.36/month for 36 months has a present value of $9,700 (instead of $10,000). Solving this iteratively gives a monthly rate of approximately 0.9583%.
Step 4: Annualize: 0.9583% × 12 ≈ 11.5% APR
So although the stated interest rate is 8%, the APR — which accounts for the $300 origination fee — is approximately 11.5%. This is the number that more accurately reflects the loan's true cost.
APR ≈ [(Fees + Total Interest) / Principal] / Loan Term (in years) × 100
Note: This simplified formula is an approximation. The precise APR calculation required by regulators uses an iterative present-value method (similar to solving for an internal rate of return), which is what an APR Calculator performs automatically.
What's the Difference Between APR and Interest Rate?
This is one of the most common points of confusion — and one of the most financially important distinctions to understand.
| Aspect | Interest Rate | APR |
|---|---|---|
| What it represents | The base cost of borrowing the principal, before fees | The total annual cost of borrowing, including most fees |
| Used for | Calculating the periodic interest charge / EMI | Comparing the overall cost across different loan offers |
| Includes fees? | No | Yes (origination fees, points, certain closing costs) |
| Typically higher or lower? | Lower (or equal) | Equal to or higher than the interest rate |
| Required disclosure? | Often shown, but not the primary comparison tool | Legally required to be prominently disclosed in many jurisdictions |
Why the Difference Matters
Imagine two loan offers for the same $10,000 amount and term:
Example: Same Interest Rate, Different APRs
Lender A: 7% interest rate, no fees → APR = 7%
Lender B: 7% interest rate, $400 origination fee → APR ≈ 8.6%
Both lenders advertise the same 7% rate, but Lender B's loan actually costs more — a fact that's hidden if you only compare interest rates. The APR reveals this difference immediately, which is exactly why APR (not interest rate) is the figure regulators require lenders to disclose prominently.
As a rule of thumb: if a loan has no fees at all, the APR and interest rate will be identical. The moment any upfront fee is added, APR rises above the interest rate — and the gap widens as fees increase or as the loan term shortens (since fees are spread over fewer payments).
Core Components of APR
APR is built from several distinct cost components, though exactly which fees are included can vary somewhat by loan type and jurisdiction.
1. The Base Interest Rate
The fundamental cost of borrowing the principal, before any fees are factored in. This is the starting point for every APR calculation.
2. Origination Fees
Charged by the lender to process and underwrite the loan, typically a percentage of the loan amount. This is one of the most common contributors to the gap between interest rate and APR.
3. Discount Points (Mortgages)
Prepaid interest that borrowers can pay upfront in exchange for a lower interest rate. Points are included in the APR calculation, which is why a loan with points often shows an APR different from a loan without them, even at the same nominal rate.
4. Mortgage Insurance Premiums
For mortgages where private mortgage insurance (PMI) or similar coverage is required, these premiums are typically included in the APR.
5. Certain Closing Costs (Mortgages)
Some — but not all — closing costs are included in APR calculations for mortgages. Costs like title insurance or appraisal fees that would be charged regardless of who the lender is are often excluded, while lender-specific fees are typically included.
6. Prepaid Finance Charges
Any finance charge paid at or before closing that's a condition of the loan and retained by the lender is generally factored into the APR.
What's Typically NOT Included
- Late fees, returned payment fees, and other penalty-based charges (these are contingent, not certain costs)
- Third-party fees not retained by the lender, such as appraisal or title fees in many jurisdictions
- Annual fees on credit cards (these are disclosed separately, though they add to overall cost)
How Is APR Calculated for Loans?
While the underlying math (present value equating) is the same in principle, the practical application of APR varies somewhat across loan types.
Personal Loans and Auto Loans
The lender calculates the monthly payment based on the stated interest rate and term, then determines what rate — applied to the amount actually disbursed (principal minus fees) — would produce that same payment over the same term. That resulting rate, annualized, is the APR.
Mortgages
Mortgage APR calculations are more complex because of the variety of potential fees (points, mortgage insurance, certain closing costs). Regulators provide detailed rules for which costs must be included. Because mortgage terms are long (15-30 years) and loan amounts are large, even small fees can meaningfully affect the APR, and a mortgage's APR is often noticeably different from its quoted interest rate.
Credit Cards
Credit cards generally don't have origination fees in the same way installment loans do, so a credit card's APR is often very close to or identical to its stated interest rate. The APR on a credit card is primarily used to derive the daily periodic rate (APR ÷ 365), which is applied to your average daily balance to calculate monthly interest charges.
Monthly Interest Charge = Average Daily Balance × Daily Periodic Rate × Days in Billing Cycle
Variable-Rate Loans
For loans with a variable interest rate (tied to an index such as the prime rate), the APR disclosed at origination is calculated based on the rate in effect at that time, with a note that the rate — and therefore the APR — can change. The disclosed APR represents a snapshot, not a guarantee of the rate over the full loan term.
Limitations of the APR
While APR is a useful standardization tool, it has meaningful limitations that consumers should understand.
1. Assumes You Keep the Loan for Its Full Term
APR spreads upfront fees over the entire loan term. If you pay off a loan early — especially a mortgage with points or origination fees — the effective rate you actually experienced will be higher than the disclosed APR, because you didn't get the full term over which to "amortize" those upfront costs.
2. Doesn't Account for Compounding Frequency
As we'll explore in the APR vs. APY section, APR doesn't reflect how often interest compounds. Two products with the same APR but different compounding frequencies (e.g., daily vs. monthly) will have different actual costs or yields.
3. Not All Fees Are Included
Certain third-party fees, optional add-on products, and penalty fees (late fees, NSF fees) are excluded from APR, meaning the disclosed APR may understate your potential total cost if those fees apply to you.
4. Variable APRs Can Change
For variable-rate products, the disclosed APR is only accurate at the moment of disclosure. If the underlying index rate rises, your actual rate — and cost — can increase, sometimes substantially, over the life of the loan.
5. Can Be Manipulated by Loan Structuring
Lenders have some flexibility in how they structure fees (e.g., rolling certain costs into the rate vs. charging them separately), which can make APRs less directly comparable than they appear, particularly for complex products like mortgages.
Types of APRs and Variations (Fixed and Variable)
Fixed APR
A fixed APR remains constant for the life of the loan (or for a specified period on a credit card). This provides predictability — your payment amount won't change due to rate fluctuations. Most personal loans, auto loans, and traditional fixed-rate mortgages use fixed APRs.
Variable APR
A variable APR is tied to an underlying index (such as the prime rate or a benchmark rate) plus a margin set by the lender. As the index moves, so does your APR — and your payment. Many credit cards, adjustable-rate mortgages (ARMs), and some lines of credit use variable APRs.
Example: Prime Rate (8.00%) + Margin (10.99%) = Variable APR of 18.99%
If the Prime Rate rises to 8.50%, the new Variable APR becomes 19.49%
Introductory (Promotional) APR
A temporarily reduced APR — often 0% — offered for a limited period, commonly seen on credit card balance transfer or purchase offers. After the promotional period ends, the APR reverts to the card's standard rate, which can be substantially higher.
Penalty APR
A significantly higher APR that can be triggered by specific events, such as a late payment. Penalty APRs on credit cards can be considerably higher than the standard purchase APR and may apply to existing balances as well as new transactions.
Cash Advance APR
Many credit cards charge a separate, typically higher, APR for cash advances compared to regular purchases — and often without the grace period that applies to purchases.
Balance Transfer APR
A distinct APR (sometimes promotional, sometimes standard) that applies specifically to balances transferred from another card.
| APR Type | Typical Use Case | Predictability |
|---|---|---|
| Fixed APR | Personal loans, auto loans, fixed-rate mortgages | High — rate doesn't change |
| Variable APR | Credit cards, ARMs, lines of credit | Low — fluctuates with index rate |
| Introductory APR | New credit card offers, balance transfers | Temporary — reverts after promo period |
| Penalty APR | Triggered by late payments on credit cards | Conditional — depends on payment behavior |
Comparing Annual Percentage Rate (APR) and Annual Percentage Yield (APY) With Example
APR and APY (Annual Percentage Yield) are often confused, but they serve different purposes and can produce noticeably different numbers for the same underlying rate.
The Key Difference: Compounding
APR is a simple annualized rate that does not account for compounding — it's calculated as if interest were earned or charged only once per year, even if it's actually applied more frequently. APY accounts for the effect of compounding within the year, making it the more accurate measure of actual return (for savings) or actual cost (for borrowing) when interest compounds more often than annually.
Where:
r = nominal annual rate (APR, expressed as a decimal)
n = number of compounding periods per year
Worked Example: APR vs. APY on a Savings Account
Nominal annual rate (APR-equivalent): 5%
Compounding frequency: Monthly (n = 12)
APY = (1 + 0.05/12)^12 - 1
APY = (1 + 0.004167)^12 - 1
APY = (1.005116)... wait, calculating: (1.004167)^12 ≈ 1.05116
APY ≈ 0.05116, or 5.116%
So a 5% APR compounded monthly produces an effective annual yield of approximately 5.12% — the extra 0.12% comes purely from compounding (earning interest on interest within the year).
Why This Matters for Borrowers vs. Savers
- For savings products (savings accounts, CDs), banks typically advertise APY because it's the higher, more attractive-looking number — and it accurately reflects what you'll actually earn with compounding.
- For loans and credit, lenders typically disclose APR, which is required by regulation — but because APR doesn't reflect compounding, the true cost of a loan with frequent compounding can be slightly higher than the APR alone suggests.
| Compounding Frequency | 5% APR Equivalent APY |
|---|---|
| Annually (n=1) | 5.000% |
| Semi-Annually (n=2) | 5.063% |
| Quarterly (n=4) | 5.095% |
| Monthly (n=12) | 5.116% |
| Daily (n=365) | 5.127% |
The more frequently interest compounds, the greater the gap between APR and APY — though for most everyday consumer rates, this gap is relatively small (a fraction of a percentage point). Still, over large balances or long time horizons, this difference adds up.
APR vs. Nominal Interest Rate vs. Daily Periodic Rate
These three terms are closely related but represent the rate viewed through different lenses — annual, stated, and daily.
Nominal Interest Rate
The nominal interest rate is the stated, "face value" interest rate of a loan or account, before adjusting for fees or compounding effects. It's the base rate from which both APR (by adding fees) and APY (by adding compounding) are derived. In many simple loans with no fees, the nominal rate and APR are the same number.
Daily Periodic Rate (DPR)
The daily periodic rate is the APR divided by the number of days in a year (commonly 365), used primarily by credit card issuers to calculate daily interest charges on your average daily balance.
Example: APR = 21.99%
DPR = 21.99% ÷ 365 = 0.0602% per day
Daily Interest on a $2,000 balance = $2,000 × 0.000602 = $1.20 per day
How the Three Relate
| Term | Time Frame | Includes Fees? | Includes Compounding? | Primary Use |
|---|---|---|---|---|
| Nominal Interest Rate | Annual (stated) | No | No | Base rate quoted by lender |
| APR | Annual | Yes (certain fees) | No | Comparing total loan cost |
| Daily Periodic Rate | Daily | Derived from APR | N/A | Calculating daily credit card interest |
| APY | Annual (effective) | No | Yes | Comparing true savings yield |
Putting It All Together: One Loan, Four Numbers
Consider a credit card with a stated rate of 24% and no annual fee:
Nominal Interest Rate: 24%
APR: 24% (no fees to add, so APR = nominal rate for most credit cards)
Daily Periodic Rate: 24% ÷ 365 = 0.0658% per day
APY (if it were a deposit compounding daily): (1 + 0.24/365)^365 - 1 ≈ 27.1%
Notice how the same underlying 24% rate produces four different numbers depending on the lens applied — annual stated rate, annual cost-inclusive rate, daily rate, and effective compounded annual rate.
Potential Drawbacks of Using the Annual Percentage Rate
Beyond the general limitations covered earlier, there are some specific drawbacks consumers should keep in mind when relying on APR as their primary comparison tool.
1. Can Discourage Early Payoff Comparisons
Because APR assumes the full loan term, a loan with a lower APR but higher upfront fees might actually be more expensive than a loan with a slightly higher APR but no fees — if you plan to pay it off early. APR alone doesn't reveal this; you'd need to compare total costs under your actual expected payoff timeline.
2. Mortgage APR Comparisons Can Be Misleading Across Lenders
Because different lenders may classify certain fees differently (some included in APR, some not), two mortgages with seemingly similar APRs might have different actual closing costs. The APR is a helpful starting point, but the full Loan Estimate or disclosure document should be reviewed for a complete picture.
3. Variable APR Disclosures Don't Predict Future Costs
A disclosed variable APR is a snapshot. If you're comparing a fixed-APR loan to a variable-APR loan with a currently lower rate, the variable loan could become more expensive than the fixed option if rates rise — something the disclosed APR alone cannot tell you.
4. Doesn't Capture "Soft" Costs
Costs like the time value of paperwork, the impact of a hard credit inquiry, or opportunity costs of funds tied up in fees aren't reflected in APR — though these rarely move the needle significantly for most consumers.
5. Complex for Revolving Credit
For credit cards, where balances fluctuate constantly, the "true cost" depends heavily on your repayment behavior (paying in full vs. carrying a balance), something a single APR figure can't fully capture on its own.
What Is a Good APR?
"Good" is relative — it depends on the type of credit product, broader market interest rate conditions, and your own credit profile. That said, here are general benchmarks across common product types.
Credit Cards
Credit card APRs tend to run significantly higher than installment loans because they're unsecured, revolving, and carry higher default risk for issuers. A "good" credit card APR is generally one in the lower portion of the typical range for your credit tier — borrowers with excellent credit may see APRs in the high teens, while average APRs across all cardholders often sit well into the low-to-mid 20% range. The best possible "APR" on a credit card, of course, is 0% — achieved by paying your statement balance in full each month and avoiding interest entirely.
Personal Loans
A good personal loan APR is typically one that's meaningfully below the APR of the debt you might be consolidating (e.g., below your credit card APRs). Borrowers with excellent credit often qualify for single-digit to low-teens APRs, while fair-credit borrowers may see APRs in the 20-30% range.
Auto Loans
Auto loan APRs are generally lower than personal loan APRs because the vehicle serves as collateral. A good auto loan APR for a borrower with strong credit is typically in the low single digits to mid-single digits, with rates increasing for used vehicles, longer terms, and lower credit scores.
Mortgages
Mortgage APRs are the lowest among common consumer credit products due to the long term and the home serving as collateral. A "good" mortgage APR is one close to the prevailing average rate for your loan type (conventional, FHA, etc.) and term, adjusted for your credit score and down payment — even a fraction of a percentage point difference can mean tens of thousands of dollars over a 30-year term.
Factors That Help You Get a Better APR
- A higher credit score — consistently the largest factor across all credit products.
- A lower debt-to-income ratio — signals to lenders that you can comfortably handle additional payments.
- A larger down payment (for secured loans) — reduces the lender's risk.
- A shorter loan term — often (though not always) associated with lower rates.
- Shopping around and getting multiple quotes — rates can vary meaningfully between lenders for the same borrower profile.
- An existing relationship with the lender — some banks and credit unions offer rate discounts to existing customers, especially with autopay enrollment.
How to Judge "Good" in Practice
Rather than relying on a single fixed number (since rates shift with the broader interest rate environment), the most reliable way to judge whether an APR offer is "good" is to: (1) check current average rates for your product type and credit tier from reputable comparison sources, (2) get at least 2-3 quotes from different lenders for the same loan amount and term, and (3) run each offer through an APR Calculator to confirm fees are properly reflected and compare total costs side by side.
Using an APR Calculator to Compare Offers
An APR Calculator is most useful when you have two or more offers and want a clear, side-by-side comparison of their true cost. Here's how to use one effectively.
What Information You'll Need
- The loan amount (principal) for each offer
- The stated (nominal) interest rate for each offer
- The loan term for each offer
- Any fees included with each offer (origination fees, points, etc.)
What to Do With the Results
- Compare the calculated APRs directly — the offer with the lower APR generally represents the lower true cost over the full term.
- Check the total cost in dollars, not just the percentage — a small APR difference can mean a large dollar difference over a long term or large principal.
- Consider your expected payoff timeline — if you plan to pay off the loan early, also compare the offers' costs over your expected timeframe, not just the full term, since upfront fees are "wasted" relative to the time they had to be amortized.
- Factor in any rate-lock or rate-change provisions — for variable APR offers, consider how sensitive your budget would be to a rate increase.
Frequently Asked Questions (FAQ)
What does APR stand for?
APR stands for Annual Percentage Rate. It represents the yearly cost of borrowing money, expressed as a percentage, including the interest rate and certain fees associated with the loan.
Is a higher or lower APR better?
For borrowing (loans, credit cards), a lower APR is better — it means a lower cost of credit. For savings or investment products that quote an APR-equivalent rate, a higher rate is better, as it represents a higher return.
Why is my APR higher than my interest rate?
Your APR is higher than your interest rate when your loan includes fees — such as an origination fee or points — that are factored into the APR but not into the base interest rate. If your loan has no fees, the APR and interest rate will typically be the same.
Does APR include taxes?
Generally, no. APR typically includes the interest rate plus certain lender fees and finance charges, but it does not include taxes, which are separate from the cost of credit itself.
Can APR change after I take out a loan?
For fixed-rate loans, no — the APR remains constant for the life of the loan. For variable-rate loans and credit cards, yes — the APR can change if the underlying index rate changes, or if a penalty APR is triggered by a late payment (on applicable credit cards).
What is the difference between APR and APY?
APR is a simple annualized rate that does not account for compounding, while APY (Annual Percentage Yield) reflects the effect of compounding within the year, making it a more accurate measure of actual return on savings or actual cost when interest compounds more frequently than annually.
How do I calculate the APR on my credit card balance?
Divide your card's APR by 365 to get the daily periodic rate, then multiply that by your average daily balance and by the number of days in your billing cycle to estimate your monthly interest charge. For most credit cards, the APR and stated interest rate are the same since there are typically no origination fees.
Why do mortgage APRs differ from the advertised interest rate more than other loans?
Mortgages often involve points, mortgage insurance, and certain closing costs that are factored into the APR calculation. Because mortgage amounts and terms are large, even relatively small fees can create a noticeable gap between the advertised interest rate and the disclosed APR.
Is 0% APR really interest-free?
A 0% APR offer (often a promotional rate on credit cards or "0% financing" on purchases) means no interest accrues during the specified period, as long as the terms are met. However, some 0% offers — particularly deferred-interest promotions — can retroactively charge interest from the original purchase date if the balance isn't paid in full by the end of the promotional period, so it's important to read the terms carefully.
What is a good APR for a credit card?
This varies with overall market rates and your credit profile, but generally, an APR in the lower range for your credit tier is considered good. The single best outcome, regardless of the stated APR, is paying your balance in full each month so the APR never actually applies to your spending.
Does paying off a loan early change my effective APR?
The disclosed APR assumes you keep the loan for its full term. If you pay it off early, any upfront fees included in the APR calculation were amortized over a shorter actual period than assumed, meaning your effective cost rate for the time you held the loan was higher than the disclosed APR.
How accurate is an online APR Calculator?
An APR Calculator that uses the standard present-value-based formula will closely match the APR disclosed by lenders, provided you enter the same loan amount, interest rate, term, and fees used in the official disclosure. Minor differences can occur due to rounding conventions or if a lender includes fees that weren't entered into the calculator.

