Making fried rice at home vs buying fried rice calculator
Put your days, home cost and buying cost in: 20 days at $8.00 at home is $160.00 a month against $340.00 bought at $17.00, so home saves $180.00 a month.
★ COMPARISONS · HOME VS BUYING · FRIED RICE
On the defaults — 20 fried rice days a month at $8.00 cooked at home against $17.00 bought — home fried rice costs $160.00 a month against $340.00 bought, so cooking at home saves $180.00 a month and $2,160.00 a year. This is the FRIED RICE comparison — home cooking against takeout priced by the day — the making-noodles-at-home-vs-buying-noodles page is the NOODLE version — home noodles against bought noodles priced the same way; the making-falafel-at-home-vs-buying-falafel page is the FALAFEL version — home falafel against bought falafel priced the same way; and the making-taco-at-home-vs-buying-taco page is the TACO version — home tacos against bought tacos priced the same way.
Put your days, home cost and buying cost in: 20 days at $8.00 at home is $160.00 a month against $340.00 bought at $17.00, so home saves $180.00 a month.
It means that 20 days of fried rice cost $160.00 cooked at home against $340.00 bought — a $180.00 gap every month, $2,160.00 over a full year at the same habit. The two lines are the whole story in miniature: the home line is days times the home cost, the buying line is days times the bought price, and the saving is simply the gap between them. The part people get wrong is pricing the comparison on the dish price alone: a $17.00 bought dish with delivery fees and tips is really a $20.00-plus day, and leaving fees out understates the saving by the fee times the number of days. The other part people get wrong is the reverse — pricing home fried rice at the full shop bill instead of the per-serving share, which overstates the home line and shrinks a real saving into a rounding error.
Is $8.00 really your home cost? Eight dollars is the ingredients cost per day, and it is the figure the home line turns on: the $11.00-home-cost branch saves only $120.00 a month against the $180.00 headline, so a $3.00 ingredients difference is $60.00 a month over 20 days. If you batch-cook rice or buy vegetables on special, your real home cost may sit below $8.00 — enter the per-serving figure, not the single-shop receipt.
Is $17.00 really your buying price? Seventeen dollars is the bought price per day, and it is the figure the buying line turns on: the $14.00-buying-cost branch saves only $120.00 a month against the $180.00 headline, so a $3.00 price difference is $60.00 a month over 20 days. If delivery fees and tips always ride along, they belong in the buying price — a $17.00 dish that always costs $20.00 delivered saves $240.00 a month, not $180.00.
Are 20 days your real habit? Twenty days is the monthly count, and it is the figure both lines turn on: the 12-day branch saves only $108.00 a month against the $180.00 headline, so eight fewer fried rice days are $72.00 a month less saving. Fried rice habits vary by month, so average three honest months rather than taking your heaviest month — a takeout-heavy month priced as a year-round habit overstates the saving by exactly the seasonal days.
On the defaults: 20 fried rice days a month, $8.00 home cost, $17.00 buying cost.
And the other way: the home cost behind a $180.00 monthly saving is $8.00 a day, and the buying cost behind it is $17.00 a day. The break-even buying cost is $8.00 a day — at that price home and bought are exactly even, and every dollar above it is $20.00 a month of saving at 20 days.
The defaults are 20 fried rice days a month at $8.00 home against $17.00 bought, so the headline is one household for one year with a steady fried rice habit and no delivery fees in the bought price. The model is two multiplications and a subtraction: the home line is days times the home cost, the buying line is days times the buying cost, and the saving is the buying line minus the home line, times 12 for the year. The home reverse is checked at $0.50 either side, because $0.50 over 20 days is $10.00 a month; the buying reverse is checked at $1.00 either side, because $1.00 over 20 days is $20.00 a month. The model does not include the value of cooking time, equipment, or the health difference between home and bought fried rice — price those separately, and re-check the comparison when ingredient or takeout prices change.
| Output | Formula | What it means |
|---|---|---|
| Home total per month | days × home cost per day | $160.00 — 20 × $8.00. |
| Buying total per month | days × buying cost per day | $340.00 — 20 × $17.00. |
| Saving per month | buying total − home total | $180.00 — $340.00 − $160.00. |
| Saving per year | saving per month × 12 | $2,160.00 — $180.00 × 12. |
| Saving per day | buying cost per day − home cost per day | $9.00 — $17.00 − $8.00. |
| Break-even buying cost | home cost per day | $8.00 a day — exactly even with home. |
| $14.00 buying cost, same days and home cost | same model | Home $160.00 vs buying $280.00 — home saves $120.00 a month. |
| $11.00 home cost, same days and buying cost | same model | Home $220.00 vs buying $340.00 — home saves $120.00 a month. |
| 12 days, same costs | same model | Home $96.00 vs buying $204.00 — home saves $108.00 a month. |
| 30 days, same costs | same model | Home $240.00 vs buying $510.00 — home saves $270.00 a month. |
| Home cost behind $180.00 a month saving | reverse | $8.00 a day: Home $160.00 vs buying $340.00 — home saves $180.00 a month. |
| Buying cost behind $180.00 a month saving | reverse | $17.00 a day: Home $160.00 vs buying $340.00 — home saves $180.00 a month. |
| 0 days | same model | Home $0.00 vs buying $0.00 — exactly even. |
| Negative days | same model | Days per month — 0 or more. |
| Negative home cost | same model | Home cost — $0 or more. |
| Negative buying cost | same model | Buying cost — $0 or more. |
| Buying cost equals home cost | same model | Home $160.00 vs buying $160.00 — exactly even. |
| Home cost above buying cost | same model | Home $400.00 vs buying $340.00 — home costs $60.00 more a month. |
Figures are the model’s own arithmetic on the numbers you type, computed from unrounded values and displayed rounded HALF_UP to 2dp. The main limitation is the inputs, not the arithmetic: whether the home cost is a true per-serving figure, whether the buying price includes the fees you always pay, and whether the day count is an honest average are all judgement calls, and this page prices the figures you enter without checking them. This page is a calculation tool, not financial advice.
20 fried rice days at $8.00 at home vs $17.00 bought: home $160.00, buying $340.00 a month, saving $180.00 a month and $2,160.00 a year. Source: Bright Side Kit, https://brightoolbox.com/making-fried-rice-at-home-vs-buying-fried-rice/, accessed 29 October 2026.
The ingredients cost of one day of home fried rice: rice, eggs, vegetables, oil and seasoning for the portion you actually eat. Pantry staples bought in bulk count at their per-serving share, not at the full bag price — otherwise the home line is overstated from the first month.
Yes, if you always pay them: the buying line is the full price of the fried rice you buy, so a $17.00 dish with a $3.00 delivery fee and tip is a $20.00 buying day, not a $17.00 one. Leaving fees out understates the saving by the fee times the number of days.
Use your honest monthly average, not your busiest week: 20 days is the default, but a habit of three fried rice days a week is about 13 days a month, which saves $117.00 a month at these prices, not $180.00. Average three honest months rather than taking your heaviest month.
It usually lowers it: rice cooked in bulk and vegetables bought on special can push the home cost below $8.00 a day, and every $0.50 off the home cost is $10.00 a month at 20 days. Enter your real per-day ingredients cost after batching, not the single-serving shop price.
Only if the habit holds all year: $180.00 a month times 12 months is $2,160.00, but holidays, travel and weeks off fried rice all cut into it. Treat the yearly figure as the full-habit ceiling and the monthly figure as the number to check against real spending.
Then the page says so honestly: when the home cost rises above the buying cost, the summary flips to home costing more per month, and the break-even line shows the buying price at which the two are exactly even. A comparison that only ever favours home cooking would not be worth trusting.