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Car Loan Calculator
Plan your car loan EMI and total interest before you sign. Adjust any input below and your results update instantly.
Your details
Adjust the inputs below and your results update instantly.
≈ ₹10.00 L
e.g. ₹10,00,000 for a mid-size car
e.g. 10% down payment
e.g. 9% for a car loan
e.g. 7 years
e.g. 18% per year
How these compare
vs. typical India long-term ranges
Interest rate: 9%
Typical car loan rate: 8–11%
Depreciation rate: 18%/yr
Typical car depreciation: 12–18%/year
These are example numbers. Edit any input on the left to see your own.
Your monthly EMI is
₹14,480
over 7 years
Down payment
₹1.00 L
Loan amount
₹9.00 L
Your loan balance exceeds your car's value until year 4: if you sold or totaled the car before then, you'd owe more than it's worth.
Loan balance vs. car's value
Loan balanceCar's value
Principal vs. interest, by year
PrincipalInterest
How much of that year's EMI payments went toward principal vs interest. Hover a bar for exact figures.
Year-by-year amortization
"% of principal repaid" shows how much of your loan you've paid off by that year.
YearOutstanding balanceInterest paid so farStatus
1₹8.03 L₹77,076
11% loan repaid
11% of principal repaid
2₹6.98 L₹1.45 L
22% loan repaid
22% of principal repaid
3₹5.82 L₹2.03 L
35% loan repaid
35% of principal repaid
4₹4.55 L₹2.50 L
49% loan repaid
49% of principal repaid
5₹3.17 L₹2.86 L
65% loan repaid
65% of principal repaid
6₹1.66 L₹3.08 L
82% loan repaid
82% of principal repaid
7₹0₹3.16 L
100% loan repaid
100% of principal repaid
Compare scenarios
See how down payment and tenure changes move your underwater period.
Your plan
10% down · 7y
4 yrs
Years underwater
Baseline
Down payment 20%
20% down · 7y
0 yrs
Years underwater
-4 yrs
Tenure 5y
10% down · 5y
0 yrs
Years underwater
-4 yrs
Worked example, using your numbers
A step-by-step walkthrough of how your car becomes your EMI.
Step 1 · Loan amount
After a ₹1.00 L down payment on your ₹10.00 L car, your loan amount is
₹9.00 L
Step 2 · Monthly rate
Your 9% annual rate converts to a monthly rate of
0.750%
Step 3 · EMI formula
Applying the EMI formula across 84 monthly instalments gives you
₹14,480
✓
Your ₹10.00 L car needs an EMI of ₹14,480, and you'd be underwater on the loan until year 4.
Personalised insights
What your numbers reveal, and what changing them would do.
Your ₹10.00 L car needs a ₹9.00 L loan
After a ₹1.00 L (10%) down payment, that's an EMI of ₹14,480 at 9% over 7 years, with ₹3.16 L in total interest.
You're underwater on this loan until year 4
At its worst, in year 3, your car is worth ₹5.51 L while you still owe ₹5.82 L. After year 4, your car's value stays ahead of your loan balance.
Raising your down payment to 20% cuts your underwater period to 0 yrs
Putting down ₹2.00 L instead of ₹1.00 L shrinks your loan to ₹8.00 L, changing years underwater from 4 yrs to 0 yrs.
26% of your total repayment is interest
₹9.00 L borrowed becomes ₹12.16 L repaid: the difference, ₹3.16 L, is the cost of borrowing.
How this is calculated
Every step of the math behind your result, shown in the open.
Loan amount after down payment
V_0 = on-road price, d = down payment (%), L = loan amount
Your down payment (d) is subtracted from the car's on-road price (V_0). The lender finances the remainder as your loan amount (L).
Example: ₹10.00 L − ₹1.00 L down payment → ₹9.00 L loan
The car's depreciating value
V_0 = on-road price, δ = annual depreciation rate, t = years, V_t = value after t years
Each year, the car retains only (1 − δ) of its previous value, a constant annual depreciation rate compounding downward, the mirror image of compound growth.
Example: ₹10.00 L depreciating 18%/year for 7 years → ₹2.49 L
The EMI formula
L = loan amount, r_m = monthly rate, n = number of months
This formula spreads your loan amount (L) into n equal monthly instalments, each covering that month's interest plus a growing share of the principal.
Example: ₹9.00 L over 84 months at 0.750%/month → ₹14,480 EMI
Assumptions
- The interest rate stays fixed for the entire tenure: floating-rate resets aren't modeled.
- The car depreciates at a constant annual rate: real depreciation curves are steeper in year one and flatten later.
- No prepayments or missed instalments are made during the tenure.
- Figures exclude insurance renewals, maintenance, and other running costs, not financial advice.
Understanding your car loan
The concept, the motivation, and what to watch out for.
What is a car loan EMI?
A car loan finances the portion of a car's on-road price you don't pay upfront as a down payment. You repay the rest, with interest, as a fixed monthly EMI.
Unlike a home, a car loses value fast from the moment you drive it off the lot. If your loan balance falls slower than the car's value drops, you can end up owing more than the car is worth, a state known as negative equity, or being "underwater" on the loan.
Cars depreciate faster than loans amortize, at first
In the early years, your EMI barely dents the loan balance while the car's value drops quickly. This is when you're most likely to be underwater.
The underlying EMI math is the same as any loan
Once you know your loan amount, rate, and tenure, a car loan EMI is calculated exactly like any other EMI-based loan — this car loan EMI calculator runs the same formula instantly using your numbers.
Insurance and maintenance aren't in this number
The EMI above only covers financing. Comprehensive insurance, registration, and maintenance typically add 8-12% of the car's price every year on top of what you see here.
Did you know?
A few facts behind car loans and depreciation.
-20%
Driving off the lot can cost you instantly
Many new cars lose 15–20% of their value the moment they're registered and driven away, before any wear at all.
0%
Zero down payment carries the most risk
Financing the full on-road price means your loan balance starts exactly at the car's value: any depreciation at all immediately puts you underwater.
GAP
GAP insurance exists for this exact risk
Guaranteed Asset Protection (GAP) insurance can cover the difference between your car's insured value and your outstanding loan if it's totaled while you're underwater.
-2y
Shorter tenures are the best defence
Since depreciation happens on a fixed schedule regardless of your loan, paying down the balance faster with a shorter tenure is the most reliable way to avoid negative equity.
Frequently asked questions
Straight answers to the questions we hear most about car loans.
What does it mean to be "underwater" on a car loan?
Being underwater (or in negative equity) means your outstanding loan balance is higher than your car's current market value. If you sold or totaled the car at that point, the payout wouldn't cover what you still owe.
Why do cars depreciate so quickly?
New cars lose value the moment they're driven off the lot, often 15–20% in the first year alone, because they're no longer "new," and depreciation continues at a slower but steady pace afterward.
How does my down payment affect negative equity?
A larger down payment means you borrow less relative to the car's value from day one, which shortens or eliminates the period where your loan balance exceeds the car's depreciated value.
Does a shorter tenure help avoid being underwater?
Yes. A shorter tenure means your loan balance drops faster, which usually shortens the underwater period even though depreciation continues at the same rate.
Does this include registration, insurance, or accessories?
The on-road price already includes registration and insurance. This car loan EMI calculator estimates only the loan EMI on the amount financed, not any further costs.
Is this financial advice?
No. This tool provides indicative estimates based on your assumptions. Consult your lender or a certified financial advisor before making borrowing decisions.
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Learn more
Articles to go deeper on the ideas behind this calculator.
Fundamentals
How EMI is calculated, step by step
The formula behind every EMI, and why early instalments are mostly interest.
5 min read
Strategy
Negative equity: when you owe more than your car is worth
Why it happens, how long it usually lasts, and how to avoid it.
5 min read
Fundamentals
Why cars depreciate the way they do
The typical depreciation curve for new cars, year by year.
4 min read