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Cell Phone Plan Calculator (compare total cost of two plans with the phone)

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Understanding the cell phone plan calculator — concept and principle

Comparing phone deals is confusing when one offers a discounted phone with an expensive plan and another a cheap plan with a full-price phone. This calculator puts two options on the same footing by adding up the plan fees and the phone cost over the same period, including discounts, trade-in credits and instalment interest, and tells you which is cheaper and by how much.

Phone plan total costTwo plans over 24 monthsA$1,920$600$2,520B$720$1,000$1,720plan feesphone after creditOption B saves$800
B costs more for the phone but far less per month: $800 cheaper over 24 months.

How it is calculated

Plan cost = monthly fee × (1 − discount ÷ 100) × months

Phone financed = phone price − discount or trade-in credit

Interest-free: phone cost = financed amount

With interest: monthly payment = P × i ÷ (1 − (1 + i)^(−n)), i = yearly rate ÷ 12, n = months

Total = plan cost + payments; instalment interest = payments − financed amount

Saving = |total A − total B|

The principle

The fair way to compare deals is total cost of ownership over the same period. A large phone discount can be outweighed by a higher monthly fee, because the fee repeats every month. When a phone is paid in instalments with interest, each equal payment covers interest on the remaining balance plus some principal; the annuity formula gives that level payment. Adding everything over the contract turns two different-looking offers into two comparable numbers.

Worked example

Default inputs: 24 months; A: $80 per month, $1,000 phone with $400 credit; B: $30 per month, $1,000 phone, no credit; no discounts or interest.

  1. A plan = 80 × 24 = $1,920; phone = 1,000 − 400 = $600; total = $2,520.00.
  2. B plan = 30 × 24 = $720; phone = $1,000; total = $1,720.00.
  3. Averages: A $105.00, B $71.67 per month.
  4. Instalment interest: $0.00 for both.
  5. Cheaper option = Option B, saving $800.00.
How Saving with the cheaper option changes with Option A: monthly plan feeHow Saving with the cheaper option chang…01,0002,0003,00020406080100120160Example: $800.00Option A: monthly plan fee
Each point is the calculator re-run with only “Option A: monthly plan fee” changed; the gold point is the default example. Change the inputs above and this chart follows your numbers.
Option A: monthly plan feeSaving with the cheaper option
20$640.00
40$160.00
60$320.00
80$800.00
100$1,280.00
120$1,760.00
160$2,720.00

How to read the result

The cheaper option over the period is the better deal on cost, but also consider data allowance, network coverage, what happens at the end of the contract and whether you keep a phone with resale value. A low-cost plan with an unlocked phone often wins over two years, but promotions vary, so recalculate with your actual offers.

Common mistakes

Keep in mind: Results depend on the offers you enter. This is not financial advice; read the contract terms, including early termination fees.

Frequently asked questions

Is buying the phone outright cheaper?

Often, if you pair it with a cheaper plan, but compare totals with your real offers.

How is instalment interest calculated?

With the level-payment loan formula, using the yearly rate divided by 12.

Should I include trade-in value?

Yes, enter it as a credit on the phone price for the option that gives it.

What period should I use?

Use the contract length, or how long you expect to keep the phone.

Sources: R. Sekhon & R. Bloom, Applied Finite Mathematics (De Anza College, LibreTexts), "Installment Loans" (level-payment formula)

Checked 9 Nov 2026. Level-payment instalment formula PMT = P (r/n) ÷ [1 − (1 + r/n)^(−nt)] — R. Sekhon & R. Bloom, Applied Finite Mathematics (De Anza College, LibreTexts, CC BY 4.0), §“Installment Loans”; cost totals by arithmetic.

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