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Mixing Ratio Calculator

Calculate precise component amounts for any multi-part mixture. Enter a mixing ratio like 3:1, 4:1:1, or 1:2:3 with your total volume or weight to get exact measurements for each component — essential for paint mixing, epoxy casting, concrete batching, and chemical formulation.

Mixing Ratio Calculator — Aperçu du Ratio en Direct
Component Amounts
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Proportion Solver
A : B = C : D — Enter any 3 values
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Results
Visual ratio breakdown
Solved Proportion
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Simplified
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Percentages
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Decimal
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Fraction
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Visual Ratio
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    Ratio Simplifier
    Reduce any ratio to its simplest form
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    Simplified Result
    Reduced to lowest terms
    Simplified Ratio
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    GCD Used
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    Percentages
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    Decimal Ratio
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    Fraction
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    Visual Ratio
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      Ratio Scaler
      Multiply a ratio by a scale factor
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      Scaled Result
      Ratio after scaling
      Scaled Ratio
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      Original
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      Factor
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      Percentages
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      Visual Ratio
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        What is a Mixing Ratio?

        A mixing ratio defines the proportional amounts of each component in a multi-part mixture, expressed as a series of numbers separated by colons. A 3:1 epoxy ratio means 3 parts resin to 1 part hardener — totaling 4 parts. To mix 1 liter at 3:1, you need 750ml resin and 250ml hardener. Getting the ratio right is critical: incorrect proportions cause epoxy that never fully cures, paint that does not adhere, or concrete that lacks structural integrity.

        Mixing ratios appear across countless applications: automotive paint (4:1:1 base:hardener:reducer), construction mortar (1:3 cement:sand), concrete (1:2:3 cement:sand:gravel), bartending cocktails (2:1 spirit:mixer), epoxy resin (2:1 or 5:1 by volume), hair color (1:1 or 1:2 color:developer), and industrial chemical batching. Some ratios specify volume, others weight — always verify which unit system the ratio references for your material.

        Formules et Équations utilisées

        Ce calculateur s'appuie sur 5 équations fondamentales :

        1 Component Amount ▼
        Component = Total Amount × (Part / Sum of All Parts)

        For 3:1 ratio and 1 gallon total: Part A = 1 gal × (3/4) = 0.75 gal; Part B = 1 gal × (1/4) = 0.25 gal.

        2 Total from Component ▼
        Total = Known Component × (Sum of Parts / Component Parts)

        If Part A is 600ml and ratio is 3:1: Total = 600 × (4/3) = 800ml.

        3 Three-Part Mix ▼
        Part_i = Total × (Ratio_i / (Ratio_1 + Ratio_2 + Ratio_3))

        For 4:1:1 and 3 liters: Part A = 3 × (4/6) = 2L; Parts B&C = 0.5L each.

        Explore all calculation options on the Calculateur de Ratio home page.

        Comment utiliser ce calculateur

        Pour utiliser ce Calculateur de Ratio, suivez ces 3 étapes :

        1

        Saisir les Valeurs

        Saisissez les valeurs de ratio connues dans les champs. Laissez un champ vide — c'est la valeur manquante que le calculateur va chercher à résoudre.

        2

        Choisir le Mode

        Sélectionnez le mode de ratio — Résoudre, Simplifier ou Mettre à l'échelle. Chaque mode applique des formules différentes à vos valeurs.

        3

        Obtenir les Résultats

        Cliquez sur Calculer. L'écran de résultats affiche la réponse avec une barre de ratio interactive, un diagramme circulaire et le détail des calculs.

        Exemples Pratiques et Solutions Étape par Étape

        Voici 3 exemples de calculs résolus avec les étapes détaillées grâce à ce calculateur :

        Saisie 1 Mix 2-part epoxy at 3:1 ratio for 500ml total
        1 Add ratio parts: 3 (Resin) + 1 (Hardener) = 4 total parts.
        2 Calculate single unit volume: 500 ml ÷ 4 = 125 ml per part.
        3 Resin (Part A): 3 × 125 ml = 375 ml.
        4 Hardener (Part B): 1 × 125 ml = 125 ml.
        ✓ Use 375ml Resin (Part A) and 125ml Hardener (Part B)
        Saisie 2 Automotive paint: 4:1:1 ratio, need 800ml
        1 Sum parts: 4 (Base) + 1 (Hardener) + 1 (Reducer) = 6 total parts.
        2 Calculate unit part: 800 ml ÷ 6 = 133.33 ml.
        3 Base paint: 4 × 133.33 = 533.3 ml.
        4 Hardener: 1 × 133.33 = 133.3 ml.
        5 Reducer: 1 × 133.33 = 133.3 ml.
        ✓ 533.3ml Base, 133.3ml Hardener, 133.3ml Reducer
        Saisie 3 Mortar mix: 1:3 cement to sand, 50 kg cement available
        1 Given: Cement = 50 kg at 1 : 3 ratio.
        2 Calculate required sand: 50 kg × 3 = 150 kg sand.
        3 Total dry mix weight: 50 + 150 = 200 kg.
        ✓ Add 150kg sand (Total dry mix: 200kg)

        Foire Aux Questions

        What does a 3:1 mixing ratio mean? ▼

        A 3:1 ratio means 3 parts of component A to 1 part of component B, totaling 4 parts. For 1 liter total: A = 750ml, B = 250ml. For 1 gallon total: A = 96oz, B = 32oz. Always add ratio numbers together to find total parts before dividing.

        How do I mix 4:1:1 automotive paint? ▼

        A 4:1:1 ratio means 4 parts base paint, 1 part hardener/activator, and 1 part reducer/thinner — 6 total parts. For 600ml total: Base = 400ml, Hardener = 100ml, Reducer = 100ml. Use a graduated mixing cup for accurate measurement.

        What is the concrete mix ratio? ▼

        Standard structural concrete uses 1:2:3 (cement:sand:gravel) by volume, which produces approximately 3,000 PSI concrete. High-strength concrete uses 1:1:2. Mortar for bricklaying uses 1:3 to 1:6 (cement:sand). Water content is typically 40-60% of cement weight.

        Should I mix by volume or by weight? ▼

        Check the product documentation. Most consumer epoxies and paints specify ratios by volume for convenience. Industrial and professional products often specify by weight for accuracy. When in doubt, contact the manufacturer. Weight is generally more accurate because it is not affected by temperature or aeration.

        How do I calculate the amount of each component if I only have a fixed amount of one? ▼

        Divide your available amount by its ratio number to find the unit part. Multiply the unit part by each other component's ratio number. Example: You have 600ml of resin at 3:1 ratio. Unit part = 600 ÷ 3 = 200ml. Hardener = 1 × 200 = 200ml. Total = 800ml.

        What happens if I use too much hardener in epoxy? ▼

        Excess hardener can cause the epoxy to cure too quickly, become brittle, develop a cloudy appearance, or produce an uneven surface with amine blush. In extreme cases, the exothermic reaction can generate enough heat to cause smoking or melting of containers. Always follow the exact specified ratio.

        How accurate do my measurements need to be? ▼

        For epoxy and resin: within 5% by volume or 2% by weight. For paint: within 10%. For concrete: within 10-15% for non-structural, 5% for structural. The more precise your measurements, the more consistent your results. Use graduated containers or scales rather than estimating.

        Can I adjust mixing ratios for different conditions? ▼

        Generally, no — ratios are chemically determined and should not be changed. However, some adjustable components exist: paint reducer may be increased slightly in hot weather for better flow, and some epoxy systems have variable hardener ratios for different cure speeds. Always follow manufacturer guidelines.

        What mixing ratio is best for epoxy resin art? ▼

        Most art resin (tabletop epoxy) uses a 1:1 ratio by volume for ease of measurement. Deep pour casting resins often use 2:1 or 3:1 ratios. UV resin is single-component (no mixing required). Always use the ratio specified by your specific resin brand — they are not interchangeable.

        How do I convert a ratio to percentage? ▼

        Divide each component's parts by the total parts and multiply by 100. For a 3:1 ratio (4 total parts): Component A = 3/4 × 100 = 75%. Component B = 1/4 × 100 = 25%. For 4:1:1 (6 parts): A = 66.7%, B = 16.7%, C = 16.7%.

        Comprendre les Ratios

        Qu'est-ce qu'un ratio ?

        Un ratio est une comparaison entre deux ou plusieurs quantités indiquant leur rapport de grandeur. Écrit sous la forme A : B, cela se traduit par 'pour chaque unité de A, il y a B unités de B'. Par exemple, un ratio 3 : 4 signifie que pour 3 parts de A, on a 4 parts de B. Les ratios servent en cuisine, construction, finance, science et au quotidien.

        Comment résoudre une proportion ?

        Une proportion est une égalité entre deux ratios : A : B = C : D. Pour trouver le terme manquant, utilisez le produit en croix. Si D est l'inconnue : D = (B × C) / A. Ceci s'explique par le fait que dans des ratios équivalents, les produits en diagonale sont égaux : A × D = B × C. Notre solveur résout cela instantanément : saisissez 3 valeurs et il calcule la quatrième.

        Comment simplifier un ratio ?

        Pour simplifier un ratio, trouvez le Plus Grand Commun Diviseur (PGCD) des deux nombres, puis divisez chacun d'eux par ce diviseur. Exemple : 24 : 36 — le PGCD de 24 et 36 est 12. 24 ÷ 12 = 2 et 36 ÷ 12 = 3. Le ratio simplifié est 2 : 3. Notre simplificateur trouve le PGCD et réduit le ratio automatiquement.

        Qu'est-ce que le changement d'échelle d'un ratio et quand sert-il ?

        Changer l'échelle d'un ratio signifie multiplier ses deux termes par un même nombre afin de créer un ratio équivalent, plus grand ou plus petit. Par exemple, un ratio de 2 : 5 mis à l'échelle par 3 donne 6 : 15. Cela s'applique pour adapter les ingrédients d'une recette (double ou triple), dessiner des plans de construction à l'échelle, ou modifier des volumes de liquides.

        Quelle est la différence entre un ratio et une fraction ?

        Un ratio A : B compare deux quantités entre elles (rapport part-part), tandis qu'une fraction A/B représente généralement une proportion d'un tout (rapport part-tout). Cependant, on peut modéliser tout ratio sous forme de fraction : 3 : 4 équivaut à 3/4 = 0,75. La principale différence réside dans le contexte d'utilisation.