F f
Finance Fundamentals

Affordability Index

A single number that tells you whether a purchase fits your finances

The Formula

The Fundamental Idea
AI =
Safe Savings + (Monthly Surplus × T) Purchase Price

Where Safe Savings = max(0, S − 6E) and Monthly Surplus = I − E − D − M

The Detailed Formula
AI =
max(0, S − 6E) + (I − E − D − M)T P
P Purchase price
S Liquid savings
E Essential monthly expenses
I Monthly take-home income
D Existing monthly debt payments
M Monthly savings / investment target
T Purchase horizon, in months

Calculate Your Score

Filled in from your saved details. Changes here stay in this calculation — edit My details to change them for good.
This field is required
This field is required
This field is required
This field is required
This field is required
This field is required
This field is required
This field is required

How To Read The Score

AI RangeMeaning
< 0Cannot afford
0 – 1Not comfortably affordable
1 – 2Barely / moderately affordable
2 – 3Affordable — the practical threshold
3 – 5Comfortable
5+Very comfortable

The crucial cutoff is AI ≥ 2 — that's the working definition of "financially affordable" used throughout this tool.

Your Score

Affordability Index —
—

Want to keep this? Sign in to save it to your history.

Need or want?
The honest question

Why your parents bought one

When it becomes a need

Written by an AI model to help you think it through — not a verdict on your situation, and not financial advice.

Recommendation

Financial Health Snapshot
Emergency Fund
Debt-to-Income
Essential Expenses
Savings Rate
Free Cash Flow

Worked Examples

Three real shapes of answer, using the formula above. The score is the same one the calculator produces — these are what it looks like before you type anything in.

Can I afford a ₹15,00,000 car on ₹1,00,000 a month?

Take-home ₹1,00,000/mo · essential expenses ₹35,000/mo · existing EMIs ₹12,000/mo · savings target ₹20,000/mo · liquid savings ₹5,00,000 · buying in 12 months.

The six-month emergency fund comes to ₹2,10,000, so safe savings are ₹2,90,000 — the rest is spoken for. Monthly surplus is ₹33,000, which over 12 months adds ₹3,96,000. Total purchase capacity ₹6,86,000 against a ₹15,00,000 price.

AI 0.46 · Not comfortably affordable

All five health checks pass here — the emergency fund is 14.3 months, debts are 12% of income, essentials 35%, savings rate 20%, free cash flow 33%. Nothing is wrong with the finances. The car is simply too expensive for a 12-month horizon, so the advice is to consider a lower-cost option or delay the purchase. Stretch the same purchase to 30 months and it clears the affordable threshold.

Can the same person afford a ₹1,20,000 laptop?

Identical finances, ₹1,20,000 price, buying in 6 months.

Safe savings are still ₹2,90,000, and six months of ₹33,000 surplus adds ₹1,98,000. Capacity ₹4,88,000 against a ₹1,20,000 price.

AI 4.07 · Comfortable

Above 3, so no recommendation appears at all. The same income and the same habits answer one purchase with a clear no and the other with a clear yes — which is the point of scoring the purchase rather than the person.

Can I afford an ₹80,000 phone on ₹60,000 a month?

Take-home ₹60,000/mo · essential expenses ₹30,000/mo · existing EMIs ₹15,000/mo · savings target ₹3,000/mo · liquid savings ₹40,000 · buying in 3 months.

Savings of ₹40,000 sit well below the ₹1,80,000 emergency fund, so safe savings are zero — not negative. Capacity is three months of ₹12,000 surplus, ₹36,000, against an ₹80,000 price.

AI 0.45 · Not comfortably affordable

Almost the same score as the car, for a completely different reason. Two checks fail: the emergency fund covers 1.3 months against a target of 6, and the savings rate is 5% against a target of 20%. The advice is to build the emergency fund before making this purchase — a cheap item can still be the wrong one when there is no cushion behind it.

These are illustrations, not advice. Your own numbers are the only ones that answer the question — the calculator above is free and needs no account.

Your Saved Calculations

Sign in to save your calculations and come back to them later.