Options Contract Calculator

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Options Contract Calculator

Calculate Premiums, Profit, and Loss for Your Options Trades

Options Trade Analysis

The current market price of the underlying asset (e.g., stock).
The price at which the option can be exercised.
The cost of one option contract (per share).
Call Put Select whether it's a Call or Put option.
Buy (Long) Sell (Short) Are you buying (long) or selling (short) the option?
Standard is 100 shares per contract.
The expected price of the underlying asset at expiration.

Analysis Results

Total Cost/Credit: $0.00

Breakeven Point: $0.00

Profit/Loss at Expiration: $0.00

$0.00

Assumptions:

Contract Type: N/A

Option Type: N/A

Shares per Contract: N/A

Formula Explanation:

Total Cost/Credit: Calculated as (Premium Per Share * Shares Per Contract). For selling options, this represents the initial credit received.
Breakeven Point: For Call Buyers: Strike Price + Premium Per Share. For Put Buyers: Strike Price – Premium Per Share. For Call Sellers: Strike Price + Premium Per Share. For Put Sellers: Strike Price – Premium Per Share.
Profit/Loss at Expiration: Depends on contract type, option type, and underlying price at expiration.
Main Result (Profit/Loss): Calculated based on the specific scenario (buying/selling calls/puts) and the underlying price at expiration relative to the strike price and premium paid/received.

Profit/Loss Scenario Chart

Visualizing potential profit and loss at various underlying prices at expiration.

What is an Options Contract Calculator?

An options contract calculator is a vital financial tool designed to help traders and investors analyze the potential outcomes of options trades. It quantizes the financial implications of buying or selling call and put options by calculating key metrics such as premium costs, breakeven points, and potential profit or loss at expiration. Understanding these figures is crucial for making informed trading decisions, managing risk effectively, and assessing the profitability of an options strategy. This calculator simplifies complex option pricing models, providing clear, actionable insights for both novice and experienced traders looking to navigate the derivatives market.

Who Should Use It?

Anyone involved in options trading should consider using an options contract calculator. This includes:

  • Retail Traders: Individuals actively buying and selling options for speculative or hedging purposes.
  • Professional Traders: Those who use options as part of more complex strategies like spreads, straddles, or iron condors.
  • Hedgers: Investors looking to protect existing portfolios against market downturns using put options or to hedge against rising costs using call options.
  • Financial Advisors: Professionals who advise clients on investment strategies that may involve options.
  • Students of Finance: Individuals learning about financial markets and derivatives.

Common Misconceptions

Several misconceptions surround options trading and the use of calculators:

  • "Options are too risky": While options carry risk, they can also be used for precise risk management and hedging. A well-understood strategy, aided by a calculator, can mitigate risk.
  • "Calculators predict the future": An options contract calculator does not predict market movements. It analyzes hypothetical scenarios based on user inputs, helping to understand potential outcomes under different conditions.
  • "All options are complex": Simple strategies like buying a call or put are relatively straightforward, and a calculator can demystify their basic profit/loss profiles.
  • "Premium is the only cost": While the premium is the primary cost for buyers, commissions and fees can also impact overall profitability. This calculator focuses on the core premium dynamics.

Options Contract Calculator Formula and Mathematical Explanation

The core of an options contract calculator lies in its ability to compute several critical values. While sophisticated options pricing models (like Black-Scholes) incorporate factors like volatility and time decay, a fundamental calculator focuses on the direct financial outcomes based on key inputs.

Key Calculations:

  1. Total Cost/Credit: This is the upfront amount paid to buy an option or received when selling an option.
    Formula: Total Cost/Credit = Premium Per Share × Shares Per Contract
  2. Breakeven Point: This is the underlying asset price at expiration where the option trade results in neither profit nor loss. The calculation differs for calls and puts, and for buyers versus sellers.
    • Long Call Breakeven: Strike Price + Premium Per Share
    • Short Call Breakeven: Strike Price + Premium Per Share
    • Long Put Breakeven: Strike Price - Premium Per Share
    • Short Put Breakeven: Strike Price - Premium Per Share
  3. Profit/Loss at Expiration: This is the net gain or loss realized when the option expires, based on the underlying price at that time.
    • Long Call Profit/Loss:
      If Underlying Price at Expiration > Strike Price: (Underlying Price at Expiration - Strike Price) × Shares Per Contract - Total Cost
      If Underlying Price at Expiration ≤ Strike Price: -Total Cost
    • Short Call Profit/Loss:
      If Underlying Price at Expiration > Strike Price: (Strike Price - Underlying Price at Expiration) × Shares Per Contract + Total Credit (Note: Max loss is theoretically unlimited)
      If Underlying Price at Expiration ≤ Strike Price: Total Credit
    • Long Put Profit/Loss:
      If Underlying Price at Expiration < Strike Price: (Strike Price - Underlying Price at Expiration) × Shares Per Contract - Total Cost
      If Underlying Price at Expiration ≥ Strike Price: -Total Cost
    • Short Put Profit/Loss:
      If Underlying Price at Expiration < Strike Price: (Underlying Price at Expiration - Strike Price) × Shares Per Contract + Total Credit (Note: Max loss is limited to Strike Price minus Premium Received)
      If Underlying Price at Expiration ≥ Strike Price: Total Credit

Variables Table:

Variables Used in Options Calculations
Variable Meaning Unit Typical Range
Current Underlying Price The current market price of the asset underlying the option. Currency (e.g., USD) Varies widely by asset
Strike Price The predetermined price at which the option holder can buy (call) or sell (put) the underlying asset. Currency (e.g., USD) Often near or above/below current underlying price
Premium Per Share The price paid by the buyer to the seller for the rights granted by the option contract, quoted on a per-share basis. Currency (e.g., USD) Typically $0.01 to $100+
Contract Type Specifies whether the option grants the right to buy (Call) or sell (Put) the underlying asset. Categorical Call, Put
Option Type Indicates whether the trader is buying (Long) or selling (Short) the option contract. Categorical Buy (Long), Sell (Short)
Shares Per Contract The number of underlying shares represented by a single options contract. Standard is 100. Integer Usually 100
Underlying Price at Expiration The hypothetical price of the underlying asset when the option contract expires. Currency (e.g., USD) Varies widely
Total Cost/Credit The total amount paid to acquire the option or received from selling it. Currency (e.g., USD) Premium Per Share × Shares Per Contract
Breakeven Point The underlying price at expiration where the trade results in zero profit or loss. Currency (e.g., USD) Related to Strike Price and Premium
Profit/Loss at Expiration The net financial gain or loss at the time the option expires. Currency (e.g., USD) Can range from negative (loss) to positive (profit)

Practical Examples (Real-World Use Cases)

Let's illustrate the use of the options contract calculator with practical examples:

Example 1: Buying a Call Option

An investor believes that XYZ Corp stock, currently trading at $50, will increase in price over the next month. They decide to buy a call option.

  • Current Underlying Price: $50.00
  • Strike Price: $55.00
  • Premium Per Share: $1.50
  • Contract Type: Call
  • Option Type: Buy (Long)
  • Shares Per Contract: 100
  • Underlying Price at Expiration (Scenario): $60.00

Calculator Inputs: Enter the values above.

Calculator Outputs:

  • Total Cost/Credit: $1.50 * 100 = $150.00
  • Breakeven Point: $55.00 (Strike Price) + $1.50 (Premium) = $56.50
  • Profit/Loss at Expiration: ($60.00 – $55.00) * 100 – $150.00 = $500.00 – $150.00 = $350.00
  • Main Result (Profit/Loss): $350.00

Financial Interpretation: The investor paid $150 for the option. The stock price ($60) is above the breakeven point ($56.50). At expiration, the option is in-the-money, and the investor realizes a profit of $350. If the stock price at expiration was below $56.50, the investor would have lost money, up to the maximum loss of the $150 premium paid.

Example 2: Selling a Put Option

A trader believes that ABC Inc stock, currently trading at $75, will either stay above $70 or rise. They decide to sell a put option to collect premium, willing to buy the stock at $70 if necessary.

  • Current Underlying Price: $75.00
  • Strike Price: $70.00
  • Premium Per Share: $2.00
  • Contract Type: Put
  • Option Type: Sell (Short)
  • Shares Per Contract: 100
  • Underlying Price at Expiration (Scenario): $68.00

Calculator Inputs: Enter the values above.

Calculator Outputs:

  • Total Cost/Credit: $2.00 * 100 = $200.00 (Credit Received)
  • Breakeven Point: $70.00 (Strike Price) – $2.00 (Premium) = $68.00
  • Profit/Loss at Expiration: ($68.00 – $70.00) * 100 + $200.00 = -$200.00 + $200.00 = $0.00
  • Main Result (Profit/Loss): $0.00

Financial Interpretation: The trader received $200 upfront. The stock price at expiration ($68) is exactly at the breakeven point ($68). The profit/loss is $0. If the stock price had closed above $68, the trader would keep the full $200 premium. If the stock price closed below $68 (e.g., $65), the loss would be ($65 – $70) * 100 + $200 = -$500 + $200 = -$300. The maximum loss occurs if the stock goes to $0, resulting in a loss of ($70 * 100) – $200 = $6,800.

How to Use This Options Contract Calculator

Using this options contract calculator is straightforward. Follow these steps to analyze your potential options trades:

  1. Input Current Underlying Price: Enter the current market price of the stock or asset the option is based on.
  2. Enter Strike Price: Input the strike price specified in the options contract.
  3. Specify Premium Per Share: Enter the cost (for buyers) or the received amount (for sellers) of the option, quoted per share.
  4. Select Contract Type: Choose 'Call' if the option gives the right to buy, or 'Put' if it gives the right to sell.
  5. Select Option Type: Choose 'Buy (Long)' if you are purchasing the option, or 'Sell (Short)' if you are writing/selling the option.
  6. Enter Shares Per Contract: Input the number of shares each contract represents (typically 100).
  7. Estimate Underlying Price at Expiration: Input a hypothetical price for the underlying asset at the time the option expires. This is key for scenario analysis.
  8. Click 'Calculate': The calculator will process your inputs and display the results.

How to Read Results:

  • Total Cost/Credit: Shows the total cash exchanged upfront. A positive number means you paid; a negative number (or credit) means you received money.
  • Breakeven Point: This is the price the underlying asset must reach at expiration for your trade to break even. If the price is beyond this point (in your favor), you profit.
  • Profit/Loss at Expiration: This shows the net financial outcome based on your estimated underlying price at expiration.
  • Main Result (Profit/Loss): This is the primary outcome figure, highlighting the potential profit or loss for the scenario you entered.
  • Assumptions: Confirms the basic parameters of your trade (contract type, option type, shares per contract).

Decision-Making Guidance:

Use the calculator to:

  • Assess Profitability: See potential gains at different underlying prices.
  • Understand Risk: Identify the maximum potential loss (usually the premium paid for buyers) and the breakeven point.
  • Compare Strategies: Input different strike prices or option types to compare potential outcomes.
  • Set Price Targets: Use the breakeven point and profit calculations to inform your trading strategy and exit points.

Remember to always consider commissions and fees, which are not included in this basic calculator but impact real-world profitability. For more advanced analysis, explore resources on options Greeks and volatility.

Key Factors That Affect Options Contract Results

While this options contract calculator provides a foundational analysis, several external factors significantly influence the actual price (premium) of an option and its ultimate profitability. Understanding these is key to a comprehensive options trading strategy.

  1. Underlying Asset Price: The most direct factor. As the underlying asset's price moves, the value of call and put options changes inversely (for puts) or directly (for calls), influencing profitability and the likelihood of reaching the strike price or breakeven point.
  2. Strike Price: The chosen strike price relative to the current underlying price determines if an option is "in-the-money," "at-the-money," or "out-of-the-money." This significantly impacts the premium cost and potential profit/loss.
  3. Time to Expiration: Options are wasting assets. The longer the time until expiration, the higher the premium (generally), as there's more opportunity for the underlying price to move favorably. This component is known as "time value." As expiration approaches, time value decays, especially rapidly in the final 30-45 days.
  4. Implied Volatility (IV): This is the market's expectation of how much the underlying asset's price will move in the future. Higher implied volatility leads to higher option premiums for both calls and puts, as the probability of large price swings increases. This is a critical factor not directly modeled in this basic calculator but crucial for real-world pricing.
  5. Interest Rates: While often a minor factor for shorter-dated options, higher interest rates can slightly increase call premiums and decrease put premiums, reflecting the cost of carrying the underlying asset.
  6. Dividends: For options on dividend-paying stocks, expected dividends can affect premiums. Dividends generally decrease call premiums (as the stock price is expected to drop by the dividend amount on the ex-dividend date) and increase put premiums.
  7. Trading Commissions and Fees: Every options trade incurs costs. Buyers must overcome these costs to be profitable, and sellers receive less net credit. These fees can significantly impact the breakeven point and overall profitability, especially for smaller trades or strategies involving many legs.
  8. Market Sentiment and News: Broader market trends, economic news, and company-specific events can influence both the underlying asset price and implied volatility, indirectly affecting option premiums and potential outcomes.

While our options contract calculator focuses on the direct financial calculations based on user inputs, a deep understanding of these influencing factors is essential for sophisticated options trading and risk management. Exploring resources on options Greeks (Delta, Gamma, Theta, Vega) can provide further insight into these dynamics.

Frequently Asked Questions (FAQ)

Q1: What is the difference between a Call and a Put option?

A: A Call option gives the buyer the right, but not the obligation, to buy the underlying asset at the strike price before expiration. A Put option gives the buyer the right to sell the underlying asset at the strike price.

Q2: What does it mean to "buy" or "sell" an option?

A: Buying an option (going long) means you pay a premium for the right it grants. Selling an option (going short) means you receive a premium and take on the obligation if the buyer exercises their right.

Q3: How is the "Premium Per Share" different from the total cost of the option?

A: The premium per share is the price quoted for one share. The total cost (or credit) is this premium multiplied by the number of shares per contract (usually 100).

Q4: Can I lose more than the premium I paid when buying an option?

A: No. When you buy an option (long call or long put), your maximum possible loss is limited to the premium you paid for the contract.

Q5: What is the maximum loss when selling an option?

A: For selling a call option (short call), the maximum loss is theoretically unlimited because the stock price can rise indefinitely. For selling a put option (short put), the maximum loss is substantial but limited: it occurs if the stock price drops to zero, equal to the strike price minus the premium received, multiplied by the shares per contract.

Q6: Does this calculator account for commissions and fees?

A: No, this is a simplified options contract calculator that focuses on the core profit/loss calculations based on premiums and prices. Real-world trading involves commissions and fees that will affect your net profit or loss.

Q7: What is "time decay" (Theta) and how does it affect my trade?

A: Time decay, measured by the Greek letter Theta, represents the decrease in an option's value as it approaches expiration, assuming all other factors remain constant. Option buyers are negatively affected by time decay, while option sellers benefit from it.

Q8: How can I use the breakeven point to make trading decisions?

A: The breakeven point tells you the minimum price movement required for your trade to avoid a loss at expiration. If you buy a call, the underlying must rise above the breakeven point for profit. If you buy a put, it must fall below. For sellers, the opposite applies regarding profit zones.

Q9: What is implied volatility (IV) and why is it important?

A: Implied volatility reflects the market's expectation of future price swings in the underlying asset. Higher IV increases option premiums, making them more expensive to buy and more lucrative to sell. It's a crucial factor in option pricing beyond what this basic calculator shows.

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document.getElementById('expirationPriceError').style.display = 'none'; calculateOptions(); // Recalculate with default values } function copyResults() { var resultsText = "Options Trade Analysis Results:\n\n"; resultsText += "Total Cost/Credit: " + document.getElementById('totalCostCredit').textContent + "\n"; resultsText += "Breakeven Point: " + document.getElementById('breakevenPoint').textContent + "\n"; resultsText += "Profit/Loss at Expiration: " + document.getElementById('profitLossAtExpiration').textContent + "\n"; resultsText += "————————————\n"; resultsText += "Primary Result (Profit/Loss): " + document.getElementById('mainResult').textContent + "\n"; resultsText += "————————————\n\n"; resultsText += "Key Assumptions:\n"; resultsText += "Contract Type: " + document.getElementById('assumptionContractType').textContent + "\n"; resultsText += "Option Type: " + document.getElementById('assumptionOptionType').textContent + "\n"; resultsText += "Shares per Contract: " + document.getElementById('assumptionSharesPerContract').textContent + "\n"; var textArea = document.createElement("textarea"); textArea.value = resultsText; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied!' : 'Copying failed'; console.log(msg); // Optionally show a temporary message to the user var tempMessage = document.createElement('div'); tempMessage.textContent = msg; tempMessage.style.position = 'fixed'; tempMessage.style.bottom = '10px'; tempMessage.style.left = '50%'; tempMessage.style.transform = 'translateX(-50%)'; tempMessage.style.backgroundColor = '#333'; tempMessage.style.color = 'white'; tempMessage.style.padding = '10px'; tempMessage.style.borderRadius = '5px'; tempMessage.style.zIndex = '1000'; document.body.appendChild(tempMessage); setTimeout(function() { document.body.removeChild(tempMessage); }, 2000); } catch (err) { console.error('Fallback: Oops, unable to copy', err); } document.body.removeChild(textArea); } function updateChart(currentUnderlyingPrice, strikePrice, premiumPerShare, contractType, optionType, sharesPerContract, breakevenPoint) { var canvas = document.getElementById('profitLossChart'); var ctx = canvas.getContext('2d'); // Clear previous chart if it exists if (chartInstance) { chartInstance.destroy(); } // Define price range for the chart var minPrice = Math.min(currentUnderlyingPrice, strikePrice) * 0.8; var maxPrice = Math.max(currentUnderlyingPrice, strikePrice) * 1.2; var priceStep = (maxPrice – minPrice) / 100; // 100 points for smooth curve var prices = []; var profitLosses = []; for (var i = 0; i p.toFixed(2)), // Price labels datasets: [{ label: 'Profit/Loss ($)', data: profitLosses, borderColor: 'var(–primary-color)', backgroundColor: 'rgba(0, 74, 153, 0.1)', fill: true, tension: 0.1, // Makes the line slightly curved pointRadius: 0 // Hide points for a cleaner line }] }, options: { responsive: true, maintainAspectRatio: false, scales: { x: { title: { display: true, text: 'Underlying Price at Expiration ($)' }, ticks: { autoSkip: true, maxTicksLimit: 10 } }, y: { title: { display: true, text: 'Profit / Loss ($)' }, suggestedMin: -yAxisMax, suggestedMax: yAxisMax, ticks: { callback: function(value, index, values) { return '$' + value.toLocaleString(); } } } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } if (context.parsed.y !== null) { label += '$' + context.parsed.y.toLocaleString(); } return label; } } } } } }); } // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { calculateOptions(); }); // Simple Chart.js implementation (requires Chart.js library to be included externally or embedded) // For this self-contained HTML, we'll use a basic canvas drawing approach if Chart.js is not available. // However, a proper chart library is recommended. // Since external libraries are forbidden, we'll simulate a chart drawing or use a very basic SVG approach if canvas is too complex without library. // Let's assume a basic canvas drawing without a library for now, or better, use SVG. // Given the constraints, a pure SVG chart is more feasible without external JS libraries. // Re-implementing chart logic using pure SVG for self-containment. function updateChartSVG() { var svgNS = "http://www.w3.org/2000/svg"; var chartContainer = document.getElementById('profitLossChart'); // Assuming this is now an SVG element ID chartContainer.innerHTML = "; // Clear previous SVG content // Get values from calculator var underlyingPrice = parseFloat(document.getElementById('underlyingPrice').value); var strikePrice = parseFloat(document.getElementById('strikePrice').value); var premiumPerShare = parseFloat(document.getElementById('premiumPerShare').value); var contractType = document.getElementById('contractType').value; var optionType = document.getElementById('optionType').value; var sharesPerContract = parseInt(document.getElementById('sharesPerContract').value); var expirationPrice = parseFloat(document.getElementById('expirationPrice').value); // Used for context, not direct calculation here var totalCost = premiumPerShare * sharesPerContract; var breakevenPoint; var profitLosses = []; var prices = []; // Calculate breakeven if (optionType === 'buy') { if (contractType === 'call') breakevenPoint = strikePrice + premiumPerShare; else breakevenPoint = strikePrice – premiumPerShare; } else { if (contractType === 'call') breakevenPoint = strikePrice + premiumPerShare; else breakevenPoint = strikePrice – premiumPerShare; } // Determine chart dimensions and scaling var chartWidth = chartContainer.clientWidth || 600; // Use container width or default var chartHeight = 300; var padding = 40; var plotWidth = chartWidth – 2 * padding; var plotHeight = chartHeight – 2 * padding; // Determine price range for X-axis var minPrice = Math.min(underlyingPrice, strikePrice, breakevenPoint) * 0.7; var maxPrice = Math.max(underlyingPrice, strikePrice, breakevenPoint) * 1.3; if (minPrice <= 0) minPrice = 0.1; // Ensure positive minimum price // Calculate profit/loss at various prices var pricePoints = 100; var priceStep = (maxPrice – minPrice) / pricePoints; for (var i = 0; i <= pricePoints; i++) { var price = minPrice + i * priceStep; prices.push(price); var currentProfitLoss; if (optionType === 'buy') { if (contractType === 'call') { currentProfitLoss = (price – strikePrice) * sharesPerContract – totalCost; } else { // Put currentProfitLoss = (strikePrice – price) * sharesPerContract – totalCost; } } else { // Short var creditReceived = premiumPerShare * sharesPerContract; if (contractType === 'call') { var lossFromPrice = Math.max(0, price – strikePrice) * sharesPerContract; currentProfitLoss = creditReceived – lossFromPrice; } else { // Put var lossFromPrice = Math.max(0, strikePrice – price) * sharesPerContract; currentProfitLoss = creditReceived – lossFromPrice; } } profitLosses.push(currentProfitLoss); } var maxProfit = Math.max(…profitLosses); var minLoss = Math.min(…profitLosses); var yAxisMax = Math.max(Math.abs(maxProfit), Math.abs(minLoss)) * 1.1; if (yAxisMax < 100) yAxisMax = 100; // Ensure minimum scale // Create SVG elements var svg = document.createElementNS(svgNS, "svg"); svg.setAttribute("width", chartWidth); svg.setAttribute("height", chartHeight); svg.setAttribute("viewBox", "0 0 " + chartWidth + " " + chartHeight); // Background Rect var bgRect = document.createElementNS(svgNS, "rect"); bgRect.setAttribute("width", chartWidth); bgRect.setAttribute("height", chartHeight); bgRect.setAttribute("fill", "#fff"); svg.appendChild(bgRect); // Chart Area (Plotting Area) var chartArea = document.createElementNS(svgNS, "g"); chartArea.setAttribute("transform", "translate(" + padding + "," + (chartHeight – padding) + ")"); svg.appendChild(chartArea); // X-Axis var xAxis = document.createElementNS(svgNS, "line"); xAxis.setAttribute("x1", 0); xAxis.setAttribute("x2", plotWidth); xAxis.setAttribute("y1", 0); xAxis.setAttribute("y2", 0); xAxis.setAttribute("stroke", "#ccc"); chartArea.appendChild(xAxis); // Y-Axis var yAxis = document.createElementNS(svgNS, "line"); yAxis.setAttribute("x1", 0); yAxis.setAttribute("x2", 0); yAxis.setAttribute("y1", -plotHeight); yAxis.setAttribute("y2", 0); yAxis.setAttribute("stroke", "#ccc"); chartArea.appendChild(yAxis); // X-Axis Labels var xLabelCount = 5; for (var i = 0; i <= xLabelCount; i++) { var xPos = (i / xLabelCount) * plotWidth; var priceLabel = minPrice + (i / xLabelCount) * (maxPrice – minPrice); var label = document.createElementNS(svgNS, "text"); label.setAttribute("x", xPos); label.setAttribute("y", 15); // Position below axis label.setAttribute("text-anchor", "middle"); label.setAttribute("font-size", "10px"); label.setAttribute("fill", "#555"); label.textContent = priceLabel.toFixed(2); chartArea.appendChild(label); // Add tick marks var tick = document.createElementNS(svgNS, "line"); tick.setAttribute("x1", xPos); tick.setAttribute("x2", xPos); tick.setAttribute("y1", 0); tick.setAttribute("y2", 5); tick.setAttribute("stroke", "#ccc"); chartArea.appendChild(tick); } // Y-Axis Labels var yLabelCount = 4; for (var i = -yLabelCount; i <= yLabelCount; i++) { var yPos = -(i / yLabelCount) * plotHeight; if (yPos 0) continue; // Skip labels outside plot area var valueLabel = (i / yLabelCount) * yAxisMax; var label = document.createElementNS(svgNS, "text"); label.setAttribute("x", -padding + 5); label.setAttribute("y", yPos); label.setAttribute("dy", ".35em"); // Vertical alignment label.setAttribute("text-anchor", "start"); label.setAttribute("font-size", "10px"); label.setAttribute("fill", "#555"); label.textContent = "$" + valueLabel.toFixed(0); chartArea.appendChild(label); // Add tick marks var tick = document.createElementNS(svgNS, "line"); tick.setAttribute("x1", -5); tick.setAttribute("x2", 0); tick.setAttribute("y1", yPos); tick.setAttribute("y2", yPos); tick.setAttribute("stroke", "#ccc"); chartArea.appendChild(tick); // Add horizontal grid lines if (i !== 0) { var gridLine = document.createElementNS(svgNS, "line"); gridLine.setAttribute("x1", 0); gridLine.setAttribute("x2", plotWidth); gridLine.setAttribute("y1", yPos); gridLine.setAttribute("y2", yPos); gridLine.setAttribute("stroke", "#eee"); gridLine.setAttribute("stroke-dasharray", "2,2"); chartArea.appendChild(gridLine); } } // Draw the profit/loss line var pathData = ""; for (var i = 0; i = 0 && breakevenXPos = 0) { mainResultElement.style.color = 'var(–success-color)'; mainResultElement.style.backgroundColor = '#e9f7ef'; } else { mainResultElement.style.color = 'red'; mainResultElement.style.backgroundColor = '#ffebee'; } // Update the SVG chart instead of canvas updateChartSVG(); } // Ensure the chart container is an SVG element for updateChartSVG // Modify the HTML to use instead of // For this example, I'll keep the canvas tag but the JS will draw SVG into it. // A better approach is to have the container be an SVG tag directly. // Let's adjust the HTML structure slightly for clarity. // The current HTML uses . The JS `updateChartSVG` expects an SVG element. // To make this work without changing the HTML structure provided, I'll modify `updateChartSVG` // to create an SVG element and append it to the canvas element's parent, or replace the canvas. // A cleaner way is to replace the canvas tag with an SVG tag. // For now, let's assume the user will replace with // and the JS will work. If not, the JS needs to dynamically create/replace. // Let's adjust the JS to work with the existing canvas tag by clearing and appending SVG inside it. // This is a workaround. Ideally, the HTML should match the JS expectation. function updateChartSVG() { var svgNS = "http://www.w3.org/2000/svg"; var canvasElement = document.getElementById('profitLossChart'); // This is the canvas element var parentContainer = canvasElement.parentNode; // Remove existing SVG if any var existingSvg = parentContainer.querySelector('svg'); if (existingSvg) { parentContainer.removeChild(existingSvg); } // Create a new SVG element var svg = document.createElementNS(svgNS, "svg"); // Get dimensions from the canvas element's computed style or parent container var chartWidth = canvasElement.clientWidth || 600; var chartHeight = 300; // Fixed height for simplicity, or calculate based on aspect ratio svg.setAttribute("width", "100%"); // Make SVG responsive within its container svg.setAttribute("height", chartHeight + "px"); svg.setAttribute("viewBox", "0 0 " + chartWidth + " " + chartHeight); // Use viewBox for scaling parentContainer.insertBefore(svg, canvasElement); // Insert SVG before canvas parentContainer.removeChild(canvasElement); // Remove the canvas element // Now proceed with drawing on the SVG element 'svg' var padding = 40; var plotWidth = chartWidth – 2 * padding; var plotHeight = chartHeight – 2 * padding; // … (rest of the SVG drawing logic as before, targeting the 'svg' variable) … // Get values from calculator var underlyingPrice = parseFloat(document.getElementById('underlyingPrice').value); var strikePrice = parseFloat(document.getElementById('strikePrice').value); var premiumPerShare = parseFloat(document.getElementById('premiumPerShare').value); var contractType = document.getElementById('contractType').value; var optionType = document.getElementById('optionType').value; var sharesPerContract = parseInt(document.getElementById('sharesPerContract').value); var expirationPrice = parseFloat(document.getElementById('expirationPrice').value); // Used for context var totalCost = premiumPerShare * sharesPerContract; var breakevenPoint; var profitLosses = []; var prices = []; // Calculate breakeven if (optionType === 'buy') { if (contractType === 'call') breakevenPoint = strikePrice + premiumPerShare; else breakevenPoint = strikePrice – premiumPerShare; } else { if (contractType === 'call') breakevenPoint = strikePrice + premiumPerShare; else breakevenPoint = strikePrice – premiumPerShare; } // Determine price range for X-axis var minPrice = Math.min(underlyingPrice, strikePrice, breakevenPoint) * 0.7; var maxPrice = Math.max(underlyingPrice, strikePrice, breakevenPoint) * 1.3; if (minPrice <= 0) minPrice = 0.1; var pricePoints = 100; var priceStep = (maxPrice – minPrice) / pricePoints; for (var i = 0; i <= pricePoints; i++) { var price = minPrice + i * priceStep; prices.push(price); var currentProfitLoss; if (optionType === 'buy') { if (contractType === 'call') { currentProfitLoss = (price – strikePrice) * sharesPerContract – totalCost; } else { // Put currentProfitLoss = (strikePrice – price) * sharesPerContract – totalCost; } } else { // Short var creditReceived = premiumPerShare * sharesPerContract; if (contractType === 'call') { var lossFromPrice = Math.max(0, price – strikePrice) * sharesPerContract; currentProfitLoss = creditReceived – lossFromPrice; } else { // Put var lossFromPrice = Math.max(0, strikePrice – price) * sharesPerContract; currentProfitLoss = creditReceived – lossFromPrice; } } profitLosses.push(currentProfitLoss); } var maxProfit = Math.max(…profitLosses); var minLoss = Math.min(…profitLosses); var yAxisMax = Math.max(Math.abs(maxProfit), Math.abs(minLoss)) * 1.1; if (yAxisMax < 100) yAxisMax = 100; // Background Rect var bgRect = document.createElementNS(svgNS, "rect"); bgRect.setAttribute("width", "100%"); bgRect.setAttribute("height", chartHeight); bgRect.setAttribute("fill", "#fff"); svg.appendChild(bgRect); // Chart Area (Plotting Area) var chartArea = document.createElementNS(svgNS, "g"); chartArea.setAttribute("transform", "translate(" + padding + "," + (chartHeight – padding) + ")"); svg.appendChild(chartArea); // X-Axis var xAxis = document.createElementNS(svgNS, "line"); xAxis.setAttribute("x1", 0); xAxis.setAttribute("x2", plotWidth); xAxis.setAttribute("y1", 0); xAxis.setAttribute("y2", 0); xAxis.setAttribute("stroke", "#ccc"); chartArea.appendChild(xAxis); // Y-Axis var yAxis = document.createElementNS(svgNS, "line"); yAxis.setAttribute("x1", 0); yAxis.setAttribute("x2", 0); yAxis.setAttribute("y1", -plotHeight); yAxis.setAttribute("y2", 0); yAxis.setAttribute("stroke", "#ccc"); chartArea.appendChild(yAxis); // X-Axis Labels var xLabelCount = 5; for (var i = 0; i <= xLabelCount; i++) { var xPos = (i / xLabelCount) * plotWidth; var priceLabel = minPrice + (i / xLabelCount) * (maxPrice – minPrice); var label = document.createElementNS(svgNS, "text"); label.setAttribute("x", xPos); label.setAttribute("y", 15); label.setAttribute("text-anchor", "middle"); label.setAttribute("font-size", "10px"); label.setAttribute("fill", "#555"); label.textContent = priceLabel.toFixed(2); chartArea.appendChild(label); var tick = document.createElementNS(svgNS, "line"); tick.setAttribute("x1", xPos); tick.setAttribute("x2", xPos); tick.setAttribute("y1", 0); tick.setAttribute("y2", 5); tick.setAttribute("stroke", "#ccc"); chartArea.appendChild(tick); } // Y-Axis Labels var yLabelCount = 4; for (var i = -yLabelCount; i <= yLabelCount; i++) { var yPos = -(i / yLabelCount) * plotHeight; if (yPos 0) continue; var valueLabel = (i / yLabelCount) * yAxisMax; var label = document.createElementNS(svgNS, "text"); label.setAttribute("x", -padding + 5); label.setAttribute("y", yPos); label.setAttribute("dy", ".35em"); label.setAttribute("text-anchor", "start"); label.setAttribute("font-size", "10px"); label.setAttribute("fill", "#555"); label.textContent = "$" + valueLabel.toFixed(0); chartArea.appendChild(label); var tick = document.createElementNS(svgNS, "line"); tick.setAttribute("x1", -5); tick.setAttribute("x2", 0); tick.setAttribute("y1", yPos); tick.setAttribute("y2", yPos); tick.setAttribute("stroke", "#ccc"); chartArea.appendChild(tick); if (i !== 0) { var gridLine = document.createElementNS(svgNS, "line"); gridLine.setAttribute("x1", 0); gridLine.setAttribute("x2", plotWidth); gridLine.setAttribute("y1", yPos); gridLine.setAttribute("y2", yPos); gridLine.setAttribute("stroke", "#eee"); gridLine.setAttribute("stroke-dasharray", "2,2"); chartArea.appendChild(gridLine); } } // Draw the profit/loss line var pathData = ""; for (var i = 0; i = 0 && breakevenXPos <= plotWidth) { var breakevenMarker = document.createElementNS(svgNS, "circle"); breakevenMarker.setAttribute("cx", breakevenXPos); breakevenMarker.setAttribute("cy", breakevenY); breakevenMarker.setAttribute("r", 5); breakevenMarker.setAttribute("fill", "#ffc107"); chartArea.appendChild(breakevenMarker); } // Add Axis Titles var xAxisTitle = document.createElementNS(svgNS, "text"); xAxisTitle.setAttribute("x", plotWidth / 2); xAxisTitle.setAttribute("y", plotHeight + padding – 10); xAxisTitle.setAttribute("text-anchor", "middle"); xAxisTitle.setAttribute("font-size", "12px"); xAxisTitle.setAttribute("fill", "var(–primary-color)"); xAxisTitle.textContent = "Underlying Price at Expiration ($)"; svg.appendChild(xAxisTitle); var yAxisTitle = document.createElementNS(svgNS, "text"); yAxisTitle.setAttribute("transform", "rotate(-90)"); yAxisTitle.setAttribute("x", -chartHeight / 2); yAxisTitle.setAttribute("y", padding / 2 – 10); yAxisTitle.setAttribute("text-anchor", "middle"); yAxisTitle.setAttribute("font-size", "12px"); yAxisTitle.setAttribute("fill", "var(–primary-color)"); yAxisTitle.textContent = "Profit / Loss ($)"; svg.appendChild(yAxisTitle); } // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { // Ensure the chart container is ready before drawing // The SVG drawing function will handle replacing the canvas calculateOptions(); });

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