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Calcimator

Fertilizer Cost Comparison Calculator

Per-unit nutrient cost across fertilizer sources.

Product A: cost per lb nutrient ($)

$0.57

Product B: cost per lb nutrient ($)

$0.59

Inputs

%
%

Comparison

Cheaper product (1=A, 2=B)

1

Which product has the lower per-unit nutrient cost.

Savings (%)

4.8%

Percentage savings from choosing the cheaper product.

Product A: cost per acre ($)

$67.83

Cost to apply target nutrient rate with Product A.

Product B: cost per acre ($)

$71.25

Cost to apply target nutrient rate with Product B.

Product A: lbs/acre

260.9

Pounds of Product A needed per acre.

Product B: lbs/acre

375

Pounds of Product B needed per acre.

Product A: total field cost ($)

$6,782.61

Total cost for the whole field with Product A.

Product B: total field cost ($)

$7,125.00

Total cost for the whole field with Product B.

Savings per acre ($)

$3.42

Dollar savings per acre by choosing the cheaper product.

Total field savings ($)

$342.39

Total dollar savings for the whole field.

Product A: tons needed

13

Total tons of Product A for the field.

Product B: tons needed

18.8

Total tons of Product B for the field.

How to Use This Calculator
  1. Enter the price per ton and nutrient analysis (%) for Product A and Product B.
  2. Set the unit weight (lbs) for each product — typically 2,000 lbs (1 ton) for dry fertilizers.
  3. Enter Target Nutrient (lbs/acre) and Field Size (acres) for the season.
  4. Compare Cost per lb Nutrient for A and B — the lower cost-per-unit-of-nutrient is the better buy.
  5. Review Cost per Acre and Total Field Cost for both products to quantify your savings from the cheaper option.

How the result changes with Product A nutrient (%)

Product A nutrient (%)Product A: cost per lb nutrient ($)Product B: cost per lb nutrient ($)
10$2.60$0.59
35$0.74$0.59
65$0.40$0.59
90$0.29$0.59

What each input means

Product A price ($/ton)
Price per ton for Product A (e.g., urea at $520/ton).
Product A nutrient (%)
Nutrient analysis of Product A (e.g., urea = 46% N).
Product A unit weight (lbs)
Weight of one purchasing unit (bag, ton, etc.).
Product B price ($/ton)
Price per ton for Product B (e.g., UAN 32% at $380/ton).
Product B nutrient (%)
Nutrient analysis of Product B (e.g., UAN = 32% N).
Product B unit weight (lbs)
Weight of one purchasing unit.
Target nutrient (lbs/acre)
Desired pounds of nutrient per acre.
Field size (acres)
Total acres to fertilize.

What each result means

Product A: cost per lb nutrient ($)
Dollar cost per pound of actual nutrient from Product A.
Product B: cost per lb nutrient ($)
Dollar cost per pound of actual nutrient from Product B.
Cheaper product (1=A, 2=B)
Which product has the lower per-unit nutrient cost.
Savings (%)
Percentage savings from choosing the cheaper product.
Product A: cost per acre ($)
Cost to apply target nutrient rate with Product A.
Product B: cost per acre ($)
Cost to apply target nutrient rate with Product B.
Product A: lbs/acre
Pounds of Product A needed per acre.
Product B: lbs/acre
Pounds of Product B needed per acre.
Product A: total field cost ($)
Total cost for the whole field with Product A.
Product B: total field cost ($)
Total cost for the whole field with Product B.
Savings per acre ($)
Dollar savings per acre by choosing the cheaper product.
Total field savings ($)
Total dollar savings for the whole field.
Product A: tons needed
Total tons of Product A for the field.
Product B: tons needed
Total tons of Product B for the field.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Product A price ($/ton) = 520, Product A nutrient (%) = 46, Product A unit weight (lbs) = 2000, Product B price ($/ton) = 380 = 8 input(s) provided
  2. Calculate Product A: cost per lb nutrient
    Product A: cost per lb nutrient = priceA / (bagWeightA * analysisA / 100)
    0.565 = $0.565
  3. Calculate Product B: cost per lb nutrient
    Product B: cost per lb nutrient = priceB / (bagWeightB * analysisB / 100)
    0.594 = $0.594
  4. Calculate Cheaper product
    Cheaper product
    1 = 1
  5. Calculate Savings
    Savings = max(costPerAcreA, costPerAcreB) > 0
    4.8 = 4.8%

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