Enter what you expect to spend for one growing season and how many pounds you expect to harvest. The calculator converts your garden costs into an estimated cost per pound and compares it to the store price per pound.
What you spend each season on seeds, starts, or transplants. If you save seeds, this may be near $0.
One-time purchases (raised beds, hoses, drip lines, trellises, tools). Because equipment lasts multiple seasons, the calculator spreads (amortizes) that cost across the number of seasons you expect to use it.
Extra water cost attributable to the garden. If you irrigate from a metered supply, you can estimate this from your bill (added usage × $/unit). If you collect rainwater, this may be $0.
Total pounds harvested across the season for the crops you’re comparing. Yield is usually the biggest driver of whether gardening is cheaper.
The price you would otherwise pay for comparable produce (same variety/quality, organic vs conventional, in-season vs out-of-season).
The model treats gardening costs as a seasonal total, then divides by your expected yield to estimate a homegrown cost per pound.
If equipment costs E and lasts L seasons, the seasonal equipment cost is:
Let S be seed/seedling cost per season, W be water cost per season, and E/L be amortized equipment per season:
Total garden cost per season:
C_g = S + (E / L) + W
If expected yield is Y (lbs/season), then:
Cost_per_lb_garden = C_g / Y
If store price is P ($/lb), then buying Y pounds costs:
Cost_store_total = P × Y
Compare total seasonal costs for the same number of pounds:
Savings = Cost_store_total − C_g
A positive number means the garden is cheaper (estimated savings). A negative number means the store is cheaper (estimated extra cost to garden).
Because equipment is spread across multiple seasons, the first season may feel expensive upfront, but the model reflects the cost as if it’s used over its full lifespan. If you stop gardening early, your real cost per pound will be higher than the estimate.
Suppose you enter:
Step 1: Amortize equipment
E/L = 150/5 = $30 per season
Step 2: Total garden cost per season
C_g = 20 + 30 + 15 = $65
Step 3: Garden cost per pound
$65 / 100 = $0.65 per lb
Step 4: Store cost for 100 lbs
$2.50 × 100 = $250
Step 5: Estimated savings
$250 − $65 = $185
This example suggests that if you truly harvest 100 lbs and your costs match the inputs, your garden produce is substantially cheaper than buying the same weight at $2.50/lb.
Using the same costs as above (S=$20, E=$150, L=5, W=$15) and the same store price (P=$2.50/lb), changing yield changes the garden cost per pound dramatically.
| Expected yield (lbs) | Garden cost per season ($) | Garden cost per lb ($/lb) | Store total for same lbs ($) | Estimated savings ($) |
|---|---|---|---|---|
| 50 | 65 | 1.30 | 125 | 60 |
| 100 | 65 | 0.65 | 250 | 185 |
| 150 | 65 | 0.43 | 375 | 310 |
Note: This table uses the calculator’s cost structure and assumes the same total seasonal cost regardless of yield. In real gardens, higher yields may require more inputs (water, amendments, pest control).
Informational only: prices, yields, and water rates vary by region and season. This tool is best for planning and comparisons, not exact budgeting.
Start conservative. Use small test plots, look up typical yield ranges for your crop and square footage, or weigh a few harvests and extrapolate. If you’re unsure, run the calculator at multiple yields (low/medium/high) to see the break-even point.
Include durable items used across seasons: raised beds, containers, trellises, irrigation lines, hoses, tools, row covers, and grow lights (if used for starts). Consumables (fertilizer, compost, potting mix) usually fit better in seasonal costs.
If your utility bills show cost per unit (gallon or cubic foot), multiply estimated garden usage by that rate. If you don’t know usage, estimate watering frequency and duration, then approximate gallons per minute for your hose/drip system.
Yes, if you want a closer-to-real comparison. Add recurring purchases to seed/seedling cost per season. If you buy a long-lived item (e.g., compost bin, sprayer), you can treat it as equipment and amortize it.
It can, but perennials often have a high establishment cost and a ramp-up period before full production. Model a typical mature-year yield and spread establishment costs across more seasons, or run multiple scenarios (year 1 vs year 3+).