EMI & Loan Calculator

Calculate monthly repayments, total interest, and visualize your loan repayment schedule with our professional-grade financial tools.

$
$ 1k$ 1M
1%25%
1 Year30 Years

Monthly EMI

$ 1.03 K

payments

Total Principal

$ 50.00 K

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Total Interest

$ 11.55 K

account_balance

Total Repayment

$ 61.55 K

Interest18.8%
Principal
81.2%
Interest
18.8%

Amortization Schedule

Monthly breakdown of your repayment plan

Apr 2026

Principal$ 671.66Interest$ 354.17Total Payment$ 1,025.83Balance$ 49,328.34

May 2026

Principal$ 676.42Interest$ 349.41Total Payment$ 1,025.83Balance$ 48,651.92

Jun 2026

Principal$ 681.21Interest$ 344.62Total Payment$ 1,025.83Balance$ 47,970.71

Jul 2026

Principal$ 686.04Interest$ 339.79Total Payment$ 1,025.83Balance$ 47,284.67

Aug 2026

Principal$ 690.90Interest$ 334.93Total Payment$ 1,025.83Balance$ 46,593.77

Sep 2026

Principal$ 695.79Interest$ 330.04Total Payment$ 1,025.83Balance$ 45,897.98

Oct 2026

Principal$ 700.72Interest$ 325.11Total Payment$ 1,025.83Balance$ 45,197.26

Nov 2026

Principal$ 705.68Interest$ 320.15Total Payment$ 1,025.83Balance$ 44,491.58

Dec 2026

Principal$ 710.68Interest$ 315.15Total Payment$ 1,025.83Balance$ 43,780.90

Jan 2027

Principal$ 715.72Interest$ 310.11Total Payment$ 1,025.83Balance$ 43,065.18

Feb 2027

Principal$ 720.78Interest$ 305.05Total Payment$ 1,025.83Balance$ 42,344.40

Mar 2027

Principal$ 725.89Interest$ 299.94Total Payment$ 1,025.83Balance$ 41,618.51
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How to Calculate Your EMI

The EMI Formula

UtilixHub uses the standard financial formula to calculate the Equated Monthly Installment (EMI) accurately:

E = P × r × (1 + r)n(1 + r)n - 1
E

Monthly Installment (EMI)

P

Principal Loan Amount

r

Monthly Interest Rate (Annual Rate / 12 / 100)

n

Loan Tenure (Number of Months)

Reducing Balance Method

The Reducing Balance (or Diminishing Balance) method is the professional standard for loan calculations. Unlike a flat interest rate, interest is calculated only on the outstanding principal amount after each monthly payment.

1

Monthly interest is calculated on the remaining balance from the previous month.

2

The EMI is subtracted from this total, with a larger portion going towards the principal as time progresses.

3

This results in significant savings over the long term compared to flat-rate calculations.

Strategic Use Cases

home

Home Loans

Designed for long-term investments in property. These typically feature lower interest rates but significantly longer tenures.

Expert Advice

Opt for a tenure that keeps EMIs under 40% of your income. Consider periodic part-payments to reduce total interest significantly.

directions_car

Car Loans

Used for financing vehicles, which are depreciating assets. Usually shorter tenures ranging from 3 to 7 years.

Expert Advice

Try to limit the tenure to 5 years. Aim for at least a 20% down payment to avoid being "underwater" on your loan as the car value drops.

person

Personal Loans

Unsecured loans for emergencies, travel, or debt consolidation. These come with the highest interest rates.

Expert Advice

Use these sparingly. Aim for the shortest possible tenure to minimize the high interest burden. Prioritize repaying these over other cheaper loans.

Frequently Asked Questions

Equated Monthly Installment (EMI) is calculated using the formula: [P × R × (1+R)^N] / [(1+R)^N − 1], where P is the principal loan amount, R is the rate of interest per month, and N is the number of monthly installments.