Tips for Recipe Conversion

  • Use a kitchen scale for accurate conversions between metric and imperial.
  • Invest in measuring spoons and cups for imperial recipes and a liquid measuring jug with metric and imperial markings.

Metric System vs Imperial System

The metric system and the imperial system are two different measurement systems commonly used for recipes, and they differ in the way ingredients are measured. Here’s a breakdown of the key differences, especially for recipe conversions:

Metric System

  • Used in: Most of the world, including Europe, Asia, and Australia.
  • Units of Measurement:
    • Weight: Grams (g) and kilograms (kg).
    • Volume: Milliliters (ml) and liters (L).
    • Temperature: Degrees Celsius (°C).
  • Precision: Metric measurements are based on the decimal system, making them more precise and easier to convert between units.
    • Example: 1,000 ml = 1 liter, 1,000 g = 1 kg.
  • Preferred for: Baking and professional cooking due to its accuracy.

Imperial System

  • Used in: United States and a few other countries.
  • Units of Measurement:
    • Weight: Ounces (oz), pounds (lb).
    • Volume: Teaspoons (tsp), tablespoons (tbsp), cups, pints, quarts, and gallons.
    • Temperature: Degrees Fahrenheit (°F).
  • Precision: Less straightforward than metric, as the conversions aren’t in base 10.
    • Example: 1 cup = 8 ounces (fluid), 16 ounces = 1 pound.
  • Preferred for: Informal cooking in the U.S., where recipes are often written in cups or tablespoons.

Key Differences in Recipe Conversions

  1. Weight vs. Volume
    • Metric recipes often measure ingredients by weight (grams), which is more accurate.
    • Imperial recipes frequently use volume (cups or tablespoons), which can vary based on ingredient density (e.g., flour vs. sugar).
  2. Conversion Challenges
    • Flour (Example):
      • 1 cup (imperial) = approximately 120 grams (metric).
      • Depending on how it’s scooped, the weight may vary in cups.
    • Liquid Ingredients:
      • 1 cup (imperial) = 236.6 ml (metric).
  3. Temperature Conversion
    • To convert Celsius to Fahrenheit: F=(C×9/5)+32F = (C \times 9/5) + 32F=(C×9/5)+32.
    • To convert Fahrenheit to Celsius: C=(F−32)×5/9C = (F – 32) \times 5/9C=(F−32)×5/9.
  4. Butter Example
    • Metric: 100 grams of butter.
    • Imperial: About 7 tablespoons (U.S.).

Cooking Conversion Chart

This chart provides common conversions between metric and imperial systems for weight, volume, and temperature, making it easier for bakers, chefs, and home cooks to adjust recipes.

Ingredient/MeasurementImperialMetricNotes
Flour1 cup120 gramsUse a scale for accuracy; packed vs. sifted flour may vary.
Sugar (Granulated)1 cup200 gramsGranulated sugar is denser than flour.
Brown Sugar (Packed)1 cup220 gramsAlways pack brown sugar tightly when measuring in cups.
Butter1 tablespoon (tbsp)14 grams1 stick of butter (US) = 1/2 cup = 113 grams.
Milk/Water1 cup240 mlLiquids are usually measured in volume.
Oil1 cup240 mlSame as water/milk.
Salt (Table)1 teaspoon (tsp)5 gramsAdjust for different types of salt (e.g., kosher, sea salt).
Baking Powder/Baking Soda1 teaspoon (tsp)5 gramsMeasured by volume (tsp).
Honey/Syrup1 cup340 gramsSticky liquids are heavier than water.
Eggs1 large egg~50 grams (whole, shelled)Varies slightly based on size; medium eggs are ~44 grams.

Liquid Measurements

ImperialMetricNotes
1 teaspoon (tsp)5 mlSmallest common unit in recipes.
1 tablespoon (tbsp)15 ml1 tbsp = 3 tsp.
1 cup240 mlU.S. measurement; slightly different from UK cup (~250 ml).
1 pint473 ml1 pint = 2 cups.
1 quart946 ml1 quart = 4 cups = 2 pints.
1 gallon3.785 liters1 gallon = 4 quarts.

Weight Measurements

ImperialMetricNotes
1 ounce (oz)28 gramsUseful for small quantities of dry ingredients like nuts or chocolate.
1 pound (lb)454 grams1 pound = 16 ounces.

Temperature Conversion

Celsius (°C)Fahrenheit (°F)Notes
100°C212°FBoiling point of water.
180°C356°FCommon baking temperature for cakes and cookies.
200°C392°FHigh-temperature roasting.
230°C446°FMax temp for many ovens.
Formula: C=(F−32)×5/9C = (F – 32) \times 5/9C=(F−32)×5/9F=(C×9/5)+32F = (C \times 9/5) + 32F=(C×9/5)+32Use formulas for precise conversions.