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iPhone Ownership in India: When to Buy, and the Year You Should Sell

Depreciation modelled from resale data, the Pro premium priced against the one feature that justifies it, and affordability tested against your own income. Sliders set the price, resale, and hold length; the appendix shows every formula, filled in with the numbers you chose.

By Ayush·10 min read·February 2026

Three decisions sit inside any iPhone purchase in India, and they arrive in a fixed order: whether an iPhone is worth the Indian tax premium at all, which model to buy, and how long to hold it before selling. The third gets the least attention and decides the most money.

I wanted an answer I could defend rather than a feature list, so this is a model instead of a review — depreciation fitted to Indian resale data, the Pro premium priced against the one feature that justifies it, affordability tested against income. It assumes you are buying new and unlocked in India, and that you would rather hold a phone for years than upgrade annually. If you upgrade every year, the answer is short: don't buy an iPhone.

The short answer

Cheapest strategy
{{ s1Annual }}/yr
Battery + 5yr cycle. 4–5 gens behind by the end.
Best value (most people)
{{ s2Annual }}/yr
Base iPhone, 3yr cycle. Correct from {{ t2Label }}/mo.
Premium strategy
{{ s3Annual }}/yr
Pro, 3yr cycle. Justified above {{ t3Label }}/mo.
Universal hard stop
Year {{ hardStopYear }}
Resale falls to {{ hardStopPct }}. iOS support ends.
iPhone is financially rational for metro India incomes above {{ tMinLabel }}/month. Your strategy is determined by one variable — monthly income. Everyone should exit at the same point: Year 3.

India's import duties inflate iPhone pricing — but 2–3× better resale value vs. Android and up to 6 years of iOS updates recover much of that premium. The depreciation curve is exponential: {{ firstTwoYearsPct }} of total value is destroyed in the first 2 years. Selling at Year 3 captures the optimal exit, before the Year 4–5 resale cliff.

Every figure above and below is live — drag the sliders to run the numbers on your own phone, your own resale market, and your own income.

Is an iPhone worth the Indian premium?

India's iPhone pricing is among the highest globally — 15% customs duty + 18% IGST + 2% surcharge means an Indian buyer pays 37–55% more than a US buyer for the same device. Five quantifiable pillars make the case for paying it anyway.

1. Software support longevity — the clearest financial argument. Apple supports iPhones for 6+ years of full iOS feature updates, not just security patches. iPhone 6s (2015) reached iOS 15 (2021) — 6 years. Most Android OEMs outside Samsung's newer promise: 2–3 years.

2. Resale value — iPhones depreciate slower in India. A ₹70,000 iPhone 14 retained ₹20,000 (28.6%) after 3.5 years; a comparable Samsung Galaxy S22 retained 16–19% over the same period. Measurable on Cashify, OLX, and Amazon Renewed — not subjective.

3. Security — monthly patches, no bloatware, on-device AI. Median time-to-patch for critical vulnerabilities: Apple under 7 days vs. an Android-ecosystem average of 37–60 days (Google Project Zero, 2024). Apple Intelligence processes on-device — relevant given India's UPI fraud landscape.

4. Ecosystem — a multiplier if you already own Apple hardware. AirDrop, Continuity Camera, Universal Clipboard, and Handoff are exclusive to the ecosystem. Each additional Apple product multiplies the value of the others — but this only applies if you own or plan to own a Mac, iPad, or Watch.

5. Chip performance — over-engineered for now, future-proofed for iOS. The A19 benchmarks ~35% ahead of the Snapdragon 8 Gen 3 in single-core, and Apple designs iOS to run smoothly on the same chip for 5–6 years — Android flagships often slow down as new OS versions raise the baseline spec.

iPhone is a poor choice if:
You change phones every 1–2 years Income below {{ tMinLabel }}/month (metro) You rely on Google Maps / Pay advanced features You own no other Apple products You need sideloading / max customisation

Which iPhone should you buy?

The iPhone 17 lineup reduces to one variable: do you need a true optical telephoto camera? Apple moved 120Hz OLED, A19-class performance, 48MP main camera, and USB-C to the base model this year, eliminating most historical reasons to pay the Pro premium.

ModelPriceBest forVerdict
{{ model.name }} {{ model.price }} {{ model.bestFor }} {{ model.verdict }}

Set the two prices you're actually choosing between. Everything from here on — strategy costs, the depreciation curve, the affordability matrix — is computed from these two numbers.

{{ priceLabel }}
{{ proPriceLabel }}
Pro premium = {{ proPriceLabel }} − {{ priceLabel }} = {{ premiumLabel }}
Over a 3-year hold that is {{ premiumPerYear }}/yr, or {{ premiumPerMonth }}/month, for the telephoto lens.
The {{ premiumLabel }} Pro premium — what you're actually paying for

Genuine value (~{{ premiumGood }}): the 3× optical telephoto lens — real photography value for travel users.

Marginal value (~{{ premiumMid }}): A19 Pro's ~12% GPU uplift, vapour-chamber cooling, and the "Pro" badge itself.

No value for most (~{{ premiumNone }}): ProRes RAW and Apple Log 2 — professional hardware most users never touch.

The one question to ask: on your last 10 trips, how often did you wish you could zoom in optically and couldn't? Frequently → buy the Pro. Rarely → buy the base and keep the {{ premiumLabel }}.

The three ownership strategies

All three are the same arithmetic: what you paid, minus what you get back, plus what you spent keeping it alive, divided by the years you held it. The two sliders below set the resale market and the battery job — the only inputs that separate the strategies.

{{ resale3 }}%
{{ batteryLabel }}
decay rate λ = −ln({{ resale3 }}%) ÷ 3 = {{ lambdaLabel }} per year
resale value after t years = price × e−{{ lambdaLabel }}t
{{ s.label }}
{{ s.title }}
Phone (MRP){{ s.mrp }}
{{ s.batteryLabel }}{{ s.batteryValue }}
{{ s.tradeLabel }}{{ s.tradeValue }}
Annual net{{ s.annual }}/yr

Formula: net annual cost = (MRP − trade-in received + repair cost) ÷ cycle length. Depreciation is modelled as a negative exponential, V(t) = MRP × e−λt, with λ derived from the Year-3 resale figure you set above — {{ resale3 }}% gives λ = {{ lambdaLabel }}, so Year 5 lands at {{ y5Pct }}.

{{ deprChart.xAxis }} {{ deprChart.yAxis }} {{ deprChart.labels }}
Fig. 1 — % of original value retained over 6 years, at λ = {{ lambdaLabel }}

So what? Depreciation is exponential, not linear — Year 1 alone destroys {{ year1Loss }} in value ({{ year1PerDay }}/day); by Year 5 the annual loss has fallen to {{ year5Loss }} ({{ year5PerDay }}/day). Selling at Year 3 captures the inflection point: the curve has flattened enough to make the exit efficient, while {{ resale3 }}% residual value is still meaningful.

How long should you actually hold it

Holding longer always lowers the annual cost — the question is by how much, and whether the last year of savings is worth carrying a phone that old. Drag the hold length to see what each extra year buys you.

{{ holdYears }} yr
{{ c.name }}
{{ c.value }}
{{ holdVerdict.label }}
{{ annualChart.xAxis }} {{ annualChart.yAxis }}
Base Pro

Wide table — scroll it sideways on a phone.

HoldResale leftTrade-in receivedBatteryAnnual netWhat the extra year saved
{{ h.yr }} {{ h.residual }} {{ h.tradeIn }} {{ h.battery }} {{ h.annual }} {{ h.marginal }}

So what? The savings from each extra year shrink fast, and the battery job at Year 4 wipes out most of one year's gain in a single payment. Past Year {{ hardStopYear }} you are holding a phone worth {{ hardStopPct }} of what you paid, for a saving of {{ lastYearSaving }} a year — which is the point at which the money stops being the argument.

Which strategy your income can carry

A strategy is affordable if it fits inside the money left after needs and savings. Set your take-home and your essential monthly expenses; the discretionary figure and every percentage below recompute from them. A strategy under 25% of discretionary income is comfortable, 25–35% is a stretch, and above 35% it isn't viable.

{{ incomeLabel }}
{{ floorLabel }}
{{ c.name }}
{{ c.value }}
{{ incomeVerdict.label }}
{{ shareChart.xAxis }} {{ shareChart.yAxis }}
S1 S2 S3 25% line

Or scan the whole income range at once, at a {{ floorLabel }} expense floor:

Wide table — scroll it sideways on a phone.

Income/moDiscretionaryS1S2S3RecommendedSell at
{{ row.income }} {{ row.disc }} {{ row.s1 }} {{ row.s2 }} {{ row.s3 }} {{ row.recommended }} {{ row.sellAt }}
affordable border/stretch not viable

So what? The thresholds are not fixed opinions — they fall straight out of the arithmetic. At the prices and resale you set, Strategy 2 clears 25% of discretionary income from {{ t2Label }}/month, and Strategy 3 from {{ t3Label }}/month. Raise the expense floor and both thresholds move up, because the floor eats the discretionary bucket before the phone does.

Universal hard stop — Year {{ hardStopYear }}, every income group

At Year {{ hardStopYear }}, residual value is {{ hardStopPct }} ({{ hardStopValue }}) — and the loss that year alone is {{ hardStopLossShare }} of what remains. iOS support for a 2026 iPhone ends around 2031–32. The technology gap reaches 5 chip generations. No income group's financial case supports holding an iPhone past Year {{ hardStopYear }}.

What this means at your income

{{ rec.badge }}
{{ rec.title }}
{{ rec.body }}

Decision framework — apply in under 5 minutes

Three questions, answered in order.

1. What is your monthly take-home?
{{ q1Answer }}
2. Do you actively shoot at optical distance on 3+ trips/year? (only relevant above {{ t3Label }})
Rarely → base iPhone, Strategy 2. Frequently → Pro, Strategy 3.
3. How old is your current iPhone?
Year 0–2 → hold. Year 3–4 → window is open, check trade-in value now. Year {{ hardStopYear }}+ → universal hard stop, replace immediately.
Rule 01

Don't buy a new iPhone before Year 3 — the early depreciation curve makes an earlier upgrade financially irrational at any income.

Rule 02

Don't hold any iPhone past Year {{ hardStopYear }} — resale collapses, iOS support ends, and continued use costs more than a new phone.

Rule 03

Your income bracket — not features or aesthetics — determines your strategy. Telephoto use is the only rational justification for the Pro premium.

The iPhone decision is a spreadsheet, not a lifestyle question.

Strategy 1 ({{ s1Annual }}/yr) below {{ t2Label }} income. Strategy 2 ({{ s2Annual }}/yr) from {{ t2Label }} to {{ t3Label }}. Strategy 3 ({{ s3Annual }}/yr) above {{ t3Label }}.

Here is the whole calculation, filled in with the case you have set. Drag any slider in the panel below — it drives the same seven values as the sliders further up the page, so every formula, substitution and result in this appendix changes as you move it.

Your case — drag to recompute everything below
{{ priceLabel }}
{{ proPriceLabel }}
{{ resale3 }}%
{{ batteryLabel }}
{{ holdYears }} yr
{{ incomeLabel }}
{{ floorLabel }}
{{ appendixVerdict }}
{{ ab.title }}
{{ ab.formula }}
{{ row.label }} {{ row.value }}

{{ ab.note }}

Data sources: Apple India official pricing, Cashify and Apple Trade In resale data (April 2026), Apple iOS support-lifecycle history, Google Project Zero patch-velocity data (2024), Geekbench 6 (Sept 2025), PLFS 2023–24 urban expenditure benchmarks. Methodology: depreciation is modelled as V(t) = MRP × e−λt, with λ derived from the Year-3 resale percentage set on the sliders (λ = −ln r₃ ÷ 3); the default 29% reproduces the observed Year-3 and Year-5 resale anchors within ±1 point. Net annual cost is (MRP − trade-in + repairs) ÷ hold length, with one battery replacement counted whenever the hold runs past Year 3. Discretionary income follows a 50/40/10 split with an essential-expense floor: any shortfall between 50% of income and that floor is taken out of the 10% wants bucket. Actual resale varies ±3% by condition and market timing. Not financial advice.
How this was written: researched and drafted with Claude, an AI assistant, working to my direction. I set the question, checked the numbers, and edited the argument.