Gratuito e Istantaneo — Nessuna Registrazione Richiesta

Win Loss Ratio Calculator

Calculate your win/loss ratio, win rate percentage, and winning streak statistics for any competitive activity. Enter your total wins and losses to instantly see your performance metrics — whether you track sports records, trading results, sales conversions, or gaming stats.

Win Loss Ratio Calculator — Anteprima Rapporto in Tempo Reale
Win/Loss Stats
—
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 Win Loss Ratio?

        The win/loss ratio divides total wins by total losses to produce a simple performance metric. A ratio of 2.0 means you win twice for every time you lose. The win rate percentage (wins ÷ total games × 100) provides an alternative view: a 2:1 ratio corresponds to a 66.7% win rate. Both metrics are widely used in sports, trading, gaming, sales, and any competitive endeavor to measure and track performance.

        Understanding your win/loss ratio in context is essential. In sports, the ratio varies dramatically by competition level — a 3:1 ratio in recreational play may equal a 1:1 ratio in professional competition. In trading, the win/loss ratio must be evaluated alongside the average win size versus average loss size (risk-reward ratio). A 40% win rate can still be profitable if average wins are significantly larger than average losses.

        Formule ed Equazioni Utilizzate

        Questo Win Loss Ratio Calculator utilizza 5 equazioni fondamentali:

        1 Win Loss Ratio ▼
        W/L Ratio = Wins / Losses

        45 wins and 30 losses: W/L = 45/30 = 1.50:1.

        2 Win Rate Percentage ▼
        Win Rate = (Wins / Total Games) × 100

        45 wins in 75 games: Win Rate = (45/75) × 100 = 60%.

        3 Profit Factor (Trading) ▼
        Profit Factor = (Wins × Avg Win) / (Losses × Avg Loss)

        30 wins × $500 avg / 20 losses × $400 avg = $15,000/$8,000 = 1.875.

        Explore all calculation options on the Calcolatore di Rapporto home page.

        Come Usare Questo Calcolatore

        Per utilizzare questo Calcolatore di Rapporto, segui 3 semplici passaggi:

        1

        Inserisci i Valori

        Digita i valori noti nei campi di input. Lascia un campo vuoto: è il valore incognito che il Calcolatore di Rapporto risolverà.

        2

        Scegli la Modalità

        Seleziona la modalità: Risolvi, Semplifica o Scala. Ogni modalità applica equazioni diverse ai tuoi valori di input.

        3

        Ottieni i Risultati

        Fai clic su Calcola. La schermata dei risultati mostra la risposta con una barra grafica del rapporto, un grafico a torta e una spiegazione dettagliata passo dopo passo.

        Problemi di Esempio e Soluzioni Passo dopo Passo

        Ecco 3 problemi di esempio con soluzioni dettagliate passo dopo passo che utilizzano questo calcolatore:

        Input 1 Team record: 42 wins, 28 losses
        1 Win/Loss Ratio = Wins ÷ Losses = 42 ÷ 28 = 1.50 : 1.
        2 Total games played = 42 + 28 = 70 games.
        3 Win Percentage = (42 ÷ 70) × 100% = 60.0%.
        ✓ Win/Loss Ratio is 1.50 (Win Rate = 60.0%)
        Input 2 Trading: 55 wins ($200 avg), 45 losses ($150 avg)
        1 Win rate = 55% (P_win = 0.55), Loss rate = 45% (P_loss = 0.45).
        2 Win/Loss Ratio = 55 ÷ 45 = 1.22.
        3 Profit Factor = (55 × 200) ÷ (45 × 150) = 11,000 ÷ 6,750 = 1.63.
        4 Expected Value per trade = (0.55 × 200) - (0.45 × 150) = 110 - 67.50 = +42.50.
        ✓ Profit Factor is 1.63 | Expected Value = +42.50/trade
        Input 3 Sales: 18 deals won, 32 lost, 10 pending
        1 Resolved deals = 18 won + 32 lost = 50 total decided deals.
        2 Win/Loss Ratio = 18 ÷ 32 = 0.5625.
        3 Close Rate on decided deals = (18 ÷ 50) × 100% = 36.0%.
        ✓ Win/Loss Ratio is 0.56 (Close Rate = 36.0%)

        Domande Frequenti

        How do I calculate my win/loss ratio? ▼

        Win/Loss Ratio = Total Wins ÷ Total Losses. If you have 75 wins and 50 losses, your ratio is 1.50 (or 3:2). If you have 30 wins and 30 losses, your ratio is 1.0 (even record). A ratio above 1.0 means more wins than losses.

        What is a good win/loss ratio? ▼

        It depends entirely on context. In major league baseball, 60% (1.5:1) is excellent. In casual gaming, 60% might be average. In day trading, 50% with a 2:1 reward-to-risk ratio is profitable. In sales, close rates of 20-30% are typical for complex B2B sales. Compare to your specific domain's benchmarks.

        What is the difference between win rate and win/loss ratio? ▼

        Win rate = Wins ÷ Total Games × 100 (a percentage). Win/loss ratio = Wins ÷ Losses (a ratio). With 60 wins and 40 losses: win rate = 60%, win/loss ratio = 1.5. Win rate accounts for total games; ratio only compares wins to losses directly.

        How many games do I need for a reliable win rate? ▼

        At least 30-50 outcomes for basic reliability, 100+ for moderate confidence, and 200+ for high statistical significance. With fewer than 30 games, a few lucky or unlucky results heavily skew the percentage. The larger the sample, the more stable and reliable the win rate becomes.

        Can my win/loss ratio be negative? ▼

        No. Wins and losses are non-negative numbers, so the ratio is always 0 or positive. A ratio of 0 means zero wins (0/N = 0). With zero losses, the ratio is technically undefined (division by zero) — most systems display it as the number of wins or infinity.

        How do I account for ties in my win rate? ▼

        Three common approaches: (1) Exclude ties and calculate only from decisive results. (2) Count each tie as 0.5 wins and 0.5 losses. (3) Use a points system (win=2, tie=1, loss=0). The method depends on your sport/activity's conventions. Specify which method you use for consistency.

        What win rate do I need to break even in trading? ▼

        It depends on your reward-to-risk ratio. With 1:1 risk-reward, you need 50% win rate to break even. With 2:1 (average win is twice average loss), you only need 33.3%. With 3:1, you need 25%. The formula: Break-even win rate = 1 ÷ (1 + Reward/Risk ratio).

        How does win rate differ across sports? ▼

        NBA: league average is 50% (41-41), elite teams reach 73% (60-22). NFL: 50% average, elite 75% (12-4). MLB: 50% average, elite 60% (97-65). Tennis grand slam champions often have 80%+ career win rates. Chess grandmasters typically maintain 60-70% against all rated opponents.

        Should I track win rate by opponent or overall? ▼

        Both. Overall win rate gives the big picture, but opponent-specific rates reveal matchup advantages and weaknesses. In sports, you might dominate weaker opponents (85%) but struggle against top teams (35%). This detail is hidden in the overall average (60%).

        How do professional traders evaluate win/loss ratios? ▼

        Professional traders evaluate win rate alongside average win size (R-multiple). The profit factor = (Win Rate × Avg Win) ÷ (Loss Rate × Avg Loss). A profit factor above 1.0 is profitable. Many successful traders have 40-50% win rates but average wins that are 2-3× larger than average losses.

        What is the Kelly Criterion and how does it relate to win rate? ▼

        The Kelly Criterion calculates the optimal position size based on your win rate and payoff ratio: Kelly % = Win Rate − (Loss Rate ÷ Payoff Ratio). With 55% win rate and 1.5:1 payoff: Kelly = 0.55 − (0.45/1.5) = 0.25 (bet 25% of bankroll). It maximizes long-term growth rate but requires accurate win rate data.

        Approfondisci i Rapporti

        Cos'è un rapporto?

        Un rapporto è una comparazione tra due o più quantità che indica la grandezza relativa di una rispetto all'altra. Scritto come A : B, significa 'per ogni A unità della prima quantità, ce ne sono B della seconda'. Ad esempio, un rapporto 3 : 4 indica che per ogni 3 parti di A ci sono 4 parti di B. Si usa in cucina, edilizia, finanza, scienze e quotidianità.

        Come risolvo una proporzione?

        Una proporzione è un'uguaglianza tra due rapporti: A : B = C : D. Per ricavare un termine incognito si usa la regola del tre (prodotto incrociato). Se D è incognito: D = (B × C) / A. Questo perché in rapporti equivalenti i prodotti incrociati sono sempre uguali: A × D = B × C. Il nostro strumento lo fa in automatico: inserisci 3 valori per trovare il quarto.

        Come semplifico un rapporto?

        Per semplificare un rapporto, trova il Massimo Comun Divisore (MCD) di entrambi i numeri e dividili per esso. Ad esempio, 24 : 36 — il MCD di 24 e 36 è 12. Di conseguenza, 24 ÷ 12 = 2 e 36 ÷ 12 = 3, che dà il rapporto ridotto di 2 : 3. Il semplificatore trova il MCD e riduce il rapporto per te.

        Cos'è il ridimensionamento dei rapporti e quando è utile?

        Scalare un rapporto significa moltiplicare entrambi i termini per uno stesso fattore in modo da generare un rapporto equivalente più grande (o più piccolo). Ad esempio, scalando 2 : 5 per 3 si ottiene 6 : 15. È molto utile per le ricette (triplicare le dosi), nell'edilizia (scalare le planimetrie), nella chimica o quando occorre mantenere costante una proporzione su scala differente.

        Qual è la differenza tra un rapporto e una frazione?

        Un rapporto A : B mette in relazione due quantità tra loro (parte-parte), mentre una frazione A/B di solito rappresenta un rapporto parte-tutto. Tuttavia, ogni rapporto può essere scritto come frazione: 3 : 4 è equivalente a 3/4 = 0.75. La differenza risiede nel contesto d'uso.