無料&即時 — 登録不要でご利用いただけます

Dilution Ratio Calculator

Calculate exact concentrate and water amounts for any dilution ratio. Enter a ratio like 1:10, 1:32, or 1:128 with your desired total volume to get precise milliliter measurements — perfect for cleaning products, chemical solutions, laboratory serial dilutions, and agricultural spray mixing.

Dilution Ratio Calculator — リアルタイム比率プレビュー
Mixing Amounts
—
A
B
⚖️
Proportion Solver
A : B = C : D — Enter any 3 values
:
=
:
📊
Results
Visual ratio breakdown
Solved Proportion
—
Simplified
—
Percentages
—
Decimal
—
Fraction
—
Visual Ratio
A
B
Part A: —
Part B: —
    ✨
    Ratio Simplifier
    Reduce any ratio to its simplest form
    :
    📊
    Simplified Result
    Reduced to lowest terms
    Simplified Ratio
    —
    GCD Used
    —
    Percentages
    —
    Decimal Ratio
    —
    Fraction
    —
    Visual Ratio
    A
    B
    Part A: —
    Part B: —
      📐
      Ratio Scaler
      Multiply a ratio by a scale factor
      :
      ×
      📊
      Scaled Result
      Ratio after scaling
      Scaled Ratio
      —
      Original
      —
      Factor
      —
      Percentages
      —
      Simplified
      —
      Visual Ratio
      A
      B

        🕐 Recent Calculations

        📭
        No calculations yet. Start computing above!

        What is a Dilution Ratio?

        A dilution ratio specifies the proportion of concentrated substance (solute) to be mixed with a diluent, typically water. In a 1:10 dilution, one part concentrate is mixed with ten parts water, yielding eleven total parts of solution. The ratio controls the final concentration — getting it right ensures effectiveness for cleaning, safety for chemical handling, and accuracy for laboratory analyses.

        Dilution ratios are essential across numerous fields: janitorial cleaning (1:32 to 1:128 for floor cleaners), agriculture (1:100 to 1:500 for pesticide sprays), medical laboratories (serial dilutions for blood titers and bacterial counts), photography (1:4 to 1:9 for film developers), food service (juice concentrates), and industrial manufacturing (coolant mixing). Incorrect dilution wastes product, reduces effectiveness, or creates dangerous concentrations.

        使用される計算公式・方程式

        この計算ツールは5つの主要な公式を使用しています:

        1 Concentrate Amount ▼
        Concentrate = Total Volume / (Ratio Parts + 1)

        For 1:10 dilution of 1 liter total: Concentrate = 1000ml / (10+1) = 90.9 ml.

        2 Water Amount ▼
        Water = Total Volume - Concentrate

        For 1 liter at 1:10: Water = 1000 - 90.9 = 909.1 ml.

        3 Serial Dilution ▼
        Final Concentration = Initial × (1 / Dilution Factor)^Steps

        Starting at 1M with three 1:10 dilutions: Final = 1 × (1/10)³ = 0.001 M.

        Explore all calculation options on the 比率計算ツール home page.

        比率計算ツールの使い方

        この比率計算ツールは、以下の3ステップで簡単にご利用いただけます:

        1

        数値を入力

        入力欄に既知の比率の値を入力します。求めたい未知数の入力欄は空欄のままにしておきます。

        2

        モードを選択

        比率モード(解く、簡素化、スケーリング)を選択します。各モードで異なる計算式が適用されます。

        3

        結果を確認

        計算するボタンを押します。結果画面に答えと、視覚的な比率バー、円グラフ、詳細なステップバイステップの解決プロセスが表示されます。

        実例問題と段階的な解説

        本比率計算ツールを使って、以下の3つの例題をステップバイステップで解決するプロセスです:

        入力 1 Mix 1:20 dilution of cleaner for 5 liters
        1 Identify dilution ratio (1 part concentrate to 20 parts water = 21 total parts).
        2 Convert 5 liters to milliliters (5,000 ml).
        3 Calculate concentrate: 5,000 ÷ 21 ≈ 238.1 ml concentrate.
        4 Calculate water: 5,000 - 238.1 = 4,761.9 ml water.
        ✓ Use 238ml concentrate and 4,762ml water
        入力 2 1:4 developer solution for 500ml total
        1 Add ratio parts: 1 + 4 = 5 total parts.
        2 Calculate unit part: 500 ml ÷ 5 = 100 ml.
        3 Concentrate: 1 × 100 = 100 ml, Water: 4 × 100 = 400 ml.
        ✓ Use 100ml concentrate and 400ml water
        入力 3 Serial dilution: 3 steps of 1:10 from 0.5M
        1 Step 1: 0.5M ÷ 10 = 0.05M (50 mM).
        2 Step 2: 0.05M ÷ 10 = 0.005M (5 mM).
        3 Step 3: 0.005M ÷ 10 = 0.0005M (0.5 mM).
        ✓ Final Concentration is 0.5 mM (1:1,000 total dilution)

        よくある質問 (FAQ)

        What does a 1:10 dilution ratio mean? ▼

        A 1:10 ratio means 1 part concentrate mixed with 10 parts water, giving 11 total parts. To make 1 liter at 1:10: use 90.9 ml concentrate and 909.1 ml water. The resulting solution contains 9.09% concentrate by volume.

        How do I convert a dilution ratio to percentage? ▼

        Divide 1 by the total number of parts and multiply by 100. A 1:20 dilution = 1/(20+1) × 100 = 4.76% concentrate. A 1:4 dilution = 1/(4+1) × 100 = 20% concentrate. The total parts is always the ratio number plus one.

        What is the difference between 1:10 and 1/10 dilution? ▼

        In common/commercial usage, 1:10 means 1 part concentrate to 10 parts water (11 total parts, 9.09% strength). In scientific notation, a 1/10 dilution means 1 part in 10 total parts (1 part concentrate + 9 parts water, 10% strength). The difference is small but matters for precision work.

        How do I dilute concentrated bleach for disinfecting? ▼

        For general disinfection with regular 5.25-6% sodium hypochlorite bleach, the CDC recommends 1:48 (1 tablespoon per quart of water, ~1000 ppm chlorine). For heavy contamination or bloodborne pathogens, use 1:10 (~5000 ppm). Always verify your bleach concentration and check current CDC guidelines.

        What is a serial dilution? ▼

        A serial dilution performs multiple dilution steps sequentially. Each step dilutes by the same factor. Three 1:10 dilutions produce a total 1:1000 dilution (10 × 10 × 10). This technique is used in microbiology to count bacteria, in immunology for antibody titers, and in pharmacology for dose-response curves.

        How much concentrate do I need for a 5-gallon bucket at 1:32? ▼

        Five gallons = 640 oz. At 1:32 (33 total parts): Concentrate = 640 ÷ 33 = 19.4 oz. Water = 640 - 19.4 = 620.6 oz. So pour approximately 19.4 oz of concentrate into your bucket and fill with water to 5 gallons total.

        What is C₁V₁ = C₂V₂? ▼

        This is the dilution equation where C₁ = initial concentration, V₁ = volume of concentrate, C₂ = desired final concentration, V₂ = desired final volume. To dilute a 10% solution to 2% using 500ml: 10% × V₁ = 2% × 500ml, so V₁ = 100ml concentrate + 400ml water.

        How do I make a 1:128 dilution for my floor cleaner? ▼

        For 1 gallon (128 oz) at 1:128: Total parts = 129. Concentrate = 128 ÷ 129 ≈ 0.99 oz (approximately 1 oz or 2 tablespoons). Water = 128 - 0.99 = 127 oz. This is the standard dilution for many commercial quaternary disinfectant concentrates.

        Can I mix different chemicals after diluting them? ▼

        Never mix different chemicals without consulting their Safety Data Sheets (SDS). Some common combinations are dangerous — bleach + ammonia produces toxic chloramine gas, bleach + acid produces chlorine gas. Even mixing different commercial cleaners can create hazardous reactions.

        How long does a diluted cleaning solution last? ▼

        Most diluted cleaning solutions remain effective for 24-48 hours. Quaternary disinfectants may last up to 7 days if the container remains closed. Diluted bleach loses effectiveness within 24 hours. Always check the product label for specific shelf-life guidance after dilution.

        What dilution ratio should I use for hand sanitizer? ▼

        WHO-recommended hand sanitizer formulas use 80% ethanol or 75% isopropyl alcohol (approximately a 4:1 alcohol-to-water/glycerol ratio). Using less alcohol reduces effectiveness. Do not dilute commercial hand sanitizers below their labeled concentration.

        比率の理論を学ぶ

        比率とは具体的に何ですか?

        比率とは、2つ以上の数量の大きさを互いに比較して相対的な割合を表した数値です。記号では A : B のように表し、「Aの量に対してBの量が対応する」という相互関係を意味します。例えば、3 : 4 の比率は、Aが3つ分配されるときBは4つマッチするという正比例関係を持ちます。料理、工学設計、財務分析など日常のあらゆる場面で使われます。

        比例式はどのように解きますか?

        比例式は、2つの比率の値が等しいことを表す等式です(A : B = C : D)。外項の積(A × D)と内項 of 積(B × C)は常に等しくなります。未知数 D を求めるには、内項の積を求め、それをもう一方の外項 A で割ります: D = (B × C) / A。当ツールの比例式解決モードに既知の3つの数値を入力すれば、未知数を即座に算出できます。

        比率はどのように簡単に整理しますか?

        2つの数値の最大公約数(GCD)を求めた後、両方の数値をその最大公約数で割って約分します。例えば 24 : 36 の場合、24と36の最大公約数が 12 なので、両方を 12 で割ると最も簡単な自然数の比である 2 : 3 になります。比率計算ツールがGCDの算出と約分を自動的に処理します。

        比率のスケーリングはいつ使用しますか?

        比率の関係を崩さずに全体の分量を増やしたり減らしたりするときに使用します。例えば、2 : 5 の割合の材料があるとき、両方に 3 を掛ければ 6 : 15 になり、同じ比重を保ったまま3倍の量の配合物を準備することができます。パン生地の容量変更や、図面の縮尺変更に欠かせません。

        比率と分数の違いは何ですか?

        比率(A : B)は同等の要素同士の大きさの比較(部分対部分)に適しており、分数(A/B)は全体の中である要素が占める割合(部分対全体)を表現することが多いです。ただし、比率 3 : 4 も分数 3/4(小数で0.75)として表現できます。使われる文脈や意味合いにおいてニュアンスの違いがあります。