1 8 to Quarter Mile Calculator Hp to Weight

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HP to Weight Ratio 1/8 to 1/4 Mile Calculator

Estimate your vehicle's drag strip performance based on its power and weight. This tool helps you understand the critical relationship between horsepower, weight, and acceleration.

Performance Calculator

Enter the engine's peak horsepower.
Enter the total vehicle weight, including driver and fuel.
2WD (Rear-Wheel Drive or Front-Wheel Drive) AWD (All-Wheel Drive) 4WD (Four-Wheel Drive – often used for racing) Drivetrain affects traction and launch performance.

Estimated Performance

Estimated 1/4 Mile Time
–.–s
Estimated 1/8 Mile Time
–.–s
Power-to-Weight Ratio
–.– HP/lb
Estimated Trailing Speed (1/4 Mile)
— mph
Formula Explanation:

These estimations are based on simplified physics models. The core calculation for elapsed time (ET) often correlates with the inverse square root of the power-to-weight ratio, adjusted for traction and aerodynamic factors. The formula generally follows: ET is proportional to sqrt(Weight / Horsepower). More advanced formulas incorporate factors like: * Traction Coefficient (μ): Crucial for launch and acceleration, influenced by tires, surface, and drivetrain. Generally higher for AWD/4WD than 2WD. * Aerodynamic Drag (CdA): Becomes significant at higher speeds, proportional to velocity squared. * Gearing: Affects the effective RPM range and torque delivery. For this calculator, simplified empirical formulas derived from common drag racing data are used to provide estimates for 1/8 mile, 1/4 mile times, and terminal speeds. Drivetrain type provides a significant multiplier for traction.

Performance Benchmarks by Drivetrain
Drivetrain Type Typical Power-to-Weight Ratio (HP/lb) Estimated 1/4 Mile ET (s) Estimated 1/4 Mile Trap Speed (mph)
2WD 0.08 – 0.12 13.0 – 11.5 105 – 115
AWD / 4WD 0.09 – 0.14 12.5 – 10.5 110 – 125+
High Performance (Modern) 0.10 – 0.20+ 11.0 – 9.0 120 – 140+

Note: These are general benchmarks. Actual performance varies greatly with specific vehicle, setup, driver skill, and track conditions.

Estimated 1/4 Mile Time vs. Power-to-Weight Ratio

Hover over the chart to see specific data points.

What is HP to Weight Ratio in Drag Racing?

The HP to Weight Ratio, often expressed as horsepower per pound (HP/lb) or a similar metric, is a fundamental concept in automotive performance, especially critical in drag racing. It quantifies how much power an engine has available to move each unit of mass. A higher HP to Weight Ratio generally indicates a faster accelerating vehicle, as the engine has less weight to propel for every unit of horsepower it produces. This ratio is a primary determinant of a vehicle's ability to achieve quick acceleration times, like those measured in 1/8 mile and 1/4 mile races.

Who should use it? Anyone interested in automotive performance, particularly drag racers, track day enthusiasts, tuners, and even everyday drivers curious about their car's potential. Understanding this ratio helps in setting realistic performance goals, comparing different vehicles, and appreciating the engineering that goes into making cars faster. It's a key metric for evaluating the effectiveness of performance modifications.

Common Misconceptions:

  • Horsepower is Everything: While horsepower is crucial, it's only half the story. A very powerful car that is extremely heavy might not be as fast as a lighter car with moderate horsepower. Weight is the critical counterbalancing factor.
  • Ratio is the Only Factor: Other elements like torque, gearing, aerodynamics, tire grip, suspension setup, driver skill, and transmission performance significantly impact actual race times. The HP to Weight Ratio provides a strong indication but doesn't tell the whole story.
  • Fixed Times for a Ratio: The times achieved for a given HP to Weight Ratio can vary wildly. A car with excellent traction and a skilled driver might achieve better times than another car with the same ratio but poor grip or an inexperienced driver.

HP to Weight Ratio Formula and Mathematical Explanation

The core concept behind the HP to Weight Ratio is simple division: it's the total horsepower of the engine divided by the total weight of the vehicle. However, its application in predicting performance involves more complex physics and empirical data.

Calculating the Ratio

The basic formula is:

Power-to-Weight Ratio = Horsepower (HP) / Vehicle Weight (lbs)

This gives a value in HP per pound (HP/lb). Sometimes, this is expressed as pounds per horsepower (lbs/HP), which is the inverse: Vehicle Weight (lbs) / Horsepower (HP). A lower lbs/HP ratio is better.

Predicting Performance (1/8 and 1/4 Mile Times)

While the ratio itself is straightforward, predicting elapsed times (ET) requires understanding how force, mass, and time interact. The fundamental principle is Newton's second law of motion: Force = Mass × Acceleration (F=ma).

In a car, the force propelling it forward is derived from the engine's torque and horsepower, translated through the drivetrain. The mass is the vehicle's weight. To accelerate faster, you need more force acting on less mass.

A commonly observed empirical relationship suggests that vehicle acceleration and, consequently, ET are inversely proportional to the square root of the power-to-weight ratio. This means doubling the power-to-weight ratio doesn't halve the ET; it reduces it by a factor of the square root of 2 (approximately 1.414).

The general relationship can be approximated as:

ET (seconds) ∝ √(Vehicle Weight / Horsepower)

Or, more directly relating to the ratio (HP/lb):

ET (seconds) ∝ 1 / √(Power-to-Weight Ratio)

Factors that modify this basic relationship significantly include:

  • Traction: Essential for launching the vehicle effectively. Without sufficient grip, horsepower is wasted as wheelspin. Drivetrain type (RWD, FWD, AWD) and tire quality play a massive role here. AWD typically allows for better utilization of power off the line, leading to quicker ETs for the same power-to-weight ratio compared to 2WD.
  • Aerodynamic Drag: At higher speeds (approaching and beyond 100 mph), air resistance becomes a significant force opposing motion. A vehicle's frontal area and drag coefficient (CdA) determine how much this impacts top speed and ET.
  • Drivetrain Efficiency: Losses in the transmission, differential, and driveshafts reduce the power reaching the wheels.
  • Gearing: Optimal gear ratios allow the engine to operate in its power band during acceleration.

Variables Table

Key Variables in Performance Calculation
Variable Meaning Unit Typical Range
Horsepower (HP) Engine's peak power output HP 50 (economy car) – 2000+ (supercar/drag car)
Vehicle Weight Total mass of the vehicle plus driver/payload lbs 1500 (light sports car) – 5000+ (truck/SUV)
Power-to-Weight Ratio Horsepower available per unit of weight HP/lb 0.05 (heavy sedan) – 0.25+ (performance car)
1/8 Mile ET Elapsed Time to travel 1/8 mile Seconds (s) 7.0 (very fast) – 15.0+ (slow)
1/4 Mile ET Elapsed Time to travel 1/4 mile Seconds (s) 10.0 (very fast) – 18.0+ (slow)
Trailing Speed Vehicle speed at the end of the 1/4 mile Miles Per Hour (mph) 90 (slow) – 150+ (fast)
Drivetrain Type Configuration of power delivery to wheels N/A 2WD, AWD, 4WD

Practical Examples (Real-World Use Cases)

Example 1: Modifying a Daily Driver

Scenario: John owns a 2018 Subaru WRX with a stock output of 268 HP and a curb weight of approximately 3,300 lbs. He wants to see how adding a performance tune and an upgraded exhaust system, estimated to increase horsepower to 310 HP while keeping weight constant, will affect his drag strip times.

Inputs:

  • Horsepower: 310 HP
  • Vehicle Weight: 3300 lbs
  • Drivetrain Type: AWD

Using the Calculator:

  • Calculated Power-to-Weight Ratio: 310 HP / 3300 lbs ≈ 0.094 HP/lb
  • Estimated 1/8 Mile Time: ~7.8 seconds
  • Estimated 1/4 Mile Time: ~12.3 seconds
  • Estimated Trailing Speed: ~112 mph

Financial Interpretation: John can see a significant estimated improvement from his stock WRX's roughly 0.081 HP/lb ratio, ~13.5s 1/4 mile time. This data helps him justify the cost of the modifications, as he can expect tangible performance gains on the drag strip. He might also consider upgrading tires (a different kind of financial investment) to better harness this new power.

Example 2: Comparing Two Sports Cars

Scenario: Sarah is considering buying a new sports car. She's comparing a rear-wheel-drive Ford Mustang GT (450 HP, 3800 lbs) against an all-wheel-drive Audi RS5 (444 HP, 4100 lbs).

Inputs for Mustang GT:

  • Horsepower: 450 HP
  • Vehicle Weight: 3800 lbs
  • Drivetrain Type: 2WD

Using the Calculator for Mustang GT:

  • Calculated Power-to-Weight Ratio: 450 HP / 3800 lbs ≈ 0.118 HP/lb
  • Estimated 1/8 Mile Time: ~7.4 seconds
  • Estimated 1/4 Mile Time: ~11.8 seconds
  • Estimated Trailing Speed: ~118 mph

Inputs for Audi RS5:

  • Horsepower: 444 HP
  • Vehicle Weight: 4100 lbs
  • Drivetrain Type: AWD

Using the Calculator for Audi RS5:

  • Calculated Power-to-Weight Ratio: 444 HP / 4100 lbs ≈ 0.108 HP/lb
  • Estimated 1/8 Mile Time: ~7.6 seconds
  • Estimated 1/4 Mile Time: ~12.0 seconds
  • Estimated Trailing Speed: ~116 mph

Financial Interpretation: Although the Mustang GT has a slightly higher power-to-weight ratio, the Audi RS5's AWD could potentially give it an edge in real-world traction and launch. The calculator shows the Mustang might be slightly quicker in a straight line based purely on power and weight. Sarah needs to weigh these estimated numbers against other factors like price, handling, fuel economy, and her personal preference for drivetrain feel. The RS5's higher weight and slightly lower ratio might also hint at higher fuel consumption, impacting long-term costs.

How to Use This HP to Weight Ratio Calculator

Using the HP to Weight Ratio Calculator is straightforward and provides valuable insights into your vehicle's potential performance on the drag strip.

  1. Enter Horsepower: Input your vehicle's total horsepower. If you have modified your engine, use the estimated or dyno-proven horsepower figure.
  2. Enter Vehicle Weight: Input the total weight of your vehicle. This should include the driver's weight and a full tank of fuel for accurate drag strip comparisons.
  3. Select Drivetrain Type: Choose the appropriate drivetrain (2WD, AWD, or 4WD). This is crucial as it significantly impacts how effectively the car can put power down to the ground, especially during the launch.
  4. Click "Calculate Performance": Once all fields are filled, click this button. The calculator will process your inputs.
  5. Review Results: The calculator will display:
    • Estimated 1/4 Mile Time: Your vehicle's projected time to cover a quarter mile.
    • Estimated 1/8 Mile Time: Your vehicle's projected time to cover an eighth mile.
    • Power-to-Weight Ratio: The calculated HP/lb value.
    • Estimated Trailing Speed: The projected speed your vehicle will reach at the end of the quarter mile.
  6. Interpret the Data: Compare these figures to benchmarks or your own previous performances. A lower ET and higher trap speed indicate better performance.
  7. Use "Copy Results": Click this button to copy all calculated values and key assumptions for easy sharing or record-keeping.
  8. Use "Reset": If you want to start over or try different configurations, click "Reset" to revert to default values.

How to Read Results

Lower Elapsed Times (ET) are better. An ET of 10.0 seconds is significantly faster than 12.0 seconds. The difference between 1/8 mile and 1/4 mile times is usually substantial; a car that runs 7.5s in the 1/8 mile will likely run around 11.5-12.5s in the 1/4 mile, depending on its characteristics.

Higher Trap Speed is better. This indicates the vehicle's top-end power and aerodynamic efficiency. Higher trap speeds generally correlate with quicker 1/4 mile times.

Power-to-Weight Ratio is your key metric. A higher number means more power relative to mass, suggesting quicker acceleration potential.

Decision-Making Guidance

Use these results to:

  • Set Performance Goals: If your calculated times are slower than you hoped, it might indicate areas for improvement (more power, less weight).
  • Evaluate Modifications: Before and after performance upgrades, use the calculator to estimate the impact of changes in horsepower or weight.
  • Compare Vehicles: Objectively compare the potential performance of different cars you're considering purchasing.
  • Understand Limitations: Recognize that these are estimates. Real-world conditions (track prep, weather, driver) can significantly alter outcomes.

Key Factors That Affect HP to Weight Ratio Results

While the HP to Weight Ratio is a powerful indicator, numerous other factors influence a vehicle's actual performance on the drag strip. Understanding these helps in interpreting the calculator's output and planning for improvements.

  1. Traction and Grip: This is arguably the most significant factor after the raw power-to-weight ratio. Insufficient traction leads to wheelspin, wasting horsepower and drastically increasing elapsed times. Tire compound, tire width, air pressure, suspension geometry, and track surface conditions all play a role. AWD/4WD systems often provide a substantial advantage in launching effectively, especially from a standstill.
  2. Torque Curve: Horsepower is a measure of work done over time, while torque is rotational force. A broad, flat torque curve, meaning the engine produces strong torque across a wide RPM range, is highly beneficial for acceleration. High peak horsepower with a narrow, peaky torque curve might be less effective than a slightly lower peak HP with better torque delivery throughout the acceleration run.
  3. Gearing: The transmission's gear ratios determine how engine torque is multiplied and delivered to the wheels. Optimal gearing keeps the engine in its most potent power band during acceleration. Incorrect gearing can lead to bogging (engine RPM dropping too low) or hitting the rev limiter too soon, both of which hurt acceleration.
  4. Aerodynamics: As a vehicle's speed increases, aerodynamic drag becomes a major opposing force. A lower coefficient of drag (Cd) and a smaller frontal area reduce this resistance, allowing the car to accelerate more easily at higher speeds and achieve a higher trap speed. Spoilers and body kits can sometimes increase drag if not designed aerodynamically.
  5. Weight Distribution: The balance of weight between the front and rear axles impacts traction, especially during launch. Rear-biased weight distribution (common in RWD sports cars) can aid rear-wheel traction, while front-biased weight distribution can hinder it.
  6. Driver Skill: The ability to execute a perfect launch, shift gears optimally, and maintain composure is crucial. A skilled driver can often extract significantly better times from a given car than an average driver. This includes reaction time at the start line and smooth throttle control.
  7. Drivetrain Efficiency and Losses: Not all horsepower generated by the engine makes it to the wheels. Losses occur through the clutch, transmission, driveshaft, differential, and axles. AWD systems inherently have more components and thus potentially more drivetrain loss than a simple RWD setup, though their improved traction often compensates for this.
  8. Cooling and Power Management: Overheating can cause an engine to lose power. Modern cars also have sophisticated engine management systems that might reduce power under certain conditions (e.g., high intake air temperatures, engine stress) to protect components. Consistent power delivery is key for predictable performance.

Frequently Asked Questions (FAQ)

What is considered a good HP to Weight Ratio for a street car?

For a street car, a ratio better than 0.10 HP/lb (or less than 10 lbs/HP) is generally considered good. Performance cars often fall between 0.10 and 0.15 HP/lb (6.7 to 10 lbs/HP). Ratios above 0.15 HP/lb (under 6.7 lbs/HP) are typically found in dedicated sports cars and supercars.

Does weight reduction improve 1/4 mile times as much as adding horsepower?

Yes, in many cases, reducing weight can be as effective, if not more effective, than adding horsepower, especially for vehicles that are already well-powered. The physics principle (ET ∝ √(Weight / Horsepower)) shows that both increasing HP and decreasing Weight have a similar proportional effect on ET. Shedding 100 lbs can yield similar ET improvements to adding a significant amount of horsepower.

How does tire choice affect my car's performance?

Tire choice is critical for traction. Performance tires with softer compounds and wider footprints provide better grip for launching and cornering. Drag slicks are specifically designed for maximum grip off the line but are generally not street-legal or suitable for daily driving. All-season tires offer compromises and will typically result in slower acceleration compared to performance or drag-specific tires.

My calculator result seems too optimistic. Why?

The calculator uses generalized formulas. Actual performance depends heavily on factors not fully captured, such as specific gearing, engine torque curve, driver skill, track conditions, tire grip, and aerodynamic drag. The result is an estimate, not a guarantee.

Can I use this calculator for road racing or circuit racing?

This calculator is primarily designed for drag racing performance (straight-line acceleration). While the HP to Weight Ratio is relevant for all forms of motorsport, the specific time predictions (1/8 and 1/4 mile ET) are not applicable to road racing, which involves cornering, braking, and sustained high-G forces.

What is the difference between HP and Torque?

Torque is the rotational force an engine produces, essentially its twisting power. Horsepower is a measure of how quickly that torque can be applied over time (HP = Torque x RPM / 5252). For acceleration, especially off the line, torque is very important. Horsepower becomes more dominant at higher RPMs and speeds.

My car is AWD. Does that guarantee faster times than a RWD car with the same HP/Weight ratio?

AWD often provides a significant advantage in launching, allowing for better utilization of power and potentially faster 0-60 ft times and lower 1/8 and 1/4 mile ETs, especially in lower-powered vehicles or on less-than-ideal surfaces. However, AWD systems add weight and drivetrain losses. At very high power levels, a well-sorted RWD car with optimal tires might still achieve comparable or better times if it can overcome traction limitations.

How can I improve my car's HP to Weight Ratio?

There are two primary ways: increase horsepower (engine tuning, turbo/supercharger upgrades, intake/exhaust modifications) or decrease weight (removing unnecessary items, lightweight components like wheels, seats, or body panels). For most street cars, adding horsepower is often more accessible and cost-effective than significant weight reduction.

Related Tools and Internal Resources

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Disclaimer: Performance estimates are for informational purposes only. Actual results may vary.

var hpInput = document.getElementById('horsepower'); var weightInput = document.getElementById('weight'); var driveTypeSelect = document.getElementById('driveType'); var hpError = document.getElementById('hpError'); var weightError = document.getElementById('weightError'); var driveTypeError = document.getElementById('driveTypeError'); var resultsSection = document.getElementById('resultsSection'); var estimated14MileDiv = document.getElementById('estimated14Mile'); var estimated18MileDiv = document.getElementById('estimated18Mile'); var powerToWeightDiv = document.getElementById('powerToWeight'); var trailingSpeedDiv = document.getElementById('trailingSpeed'); var chartCanvas = document.getElementById('performanceChart'); var chartInstance = null; // To hold the Chart.js instance // Default values for reset var defaultHp = 300; var defaultWeight = 3000; var defaultDriveType = '2WD'; function formatNumber(num, precision = 2) { if (isNaN(num) || num === null || num === undefined) return '–'; return num.toFixed(precision); } function formatSpeed(num) { if (isNaN(num) || num === null || num === undefined) return '– mph'; return Math.round(num) + ' mph'; } function formatTime(num) { if (isNaN(num) || num === null || num === undefined) return '–.–s'; var minutes = Math.floor(num / 60); var seconds = (num % 60).toFixed(2); return (minutes > 0 ? minutes + "'" : ") + seconds + 's'; } function isValidNumber(value) { return !isNaN(parseFloat(value)) && isFinite(value); } function validateInputs() { var valid = true; // Validate Horsepower var hp = parseFloat(hpInput.value); if (!isValidNumber(hp) || hp <= 0) { hpError.textContent = 'Please enter a valid positive number for horsepower.'; valid = false; } else { hpError.textContent = ''; } // Validate Weight var weight = parseFloat(weightInput.value); if (!isValidNumber(weight) || weight <= 0) { weightError.textContent = 'Please enter a valid positive number for vehicle weight.'; valid = false; } else { weightError.textContent = ''; } // Validate Drive Type (select is usually valid if options exist) // Basic check if a value is selected if (driveTypeSelect.value === "") { driveTypeError.textContent = 'Please select a drivetrain type.'; valid = false; } else { driveTypeError.textContent = ''; } return valid; } function calculatePerformance() { if (!validateInputs()) { resultsSection.style.display = 'none'; return; } var hp = parseFloat(hpInput.value); var weight = parseFloat(weightInput.value); var driveType = driveTypeSelect.value; // — Performance Calculations — // Power-to-Weight Ratio (HP/lb) var powerToWeight = hp / weight; // Empirical Formula Coefficients (these are simplified and illustrative) // These coefficients are derived from general automotive performance data. // Actual ET can vary significantly based on many factors. var etCoefficient_1_8 = 0.033; // Adjusts base time for 1/8 mile var etCoefficient_1_4 = 0.060; // Adjusts base time for 1/4 mile var speedCoefficient_1_4 = 150; // Adjusts base speed for 1/4 mile // Drivetrain Multipliers (illustrative) var drivetrainMultiplier = 1.0; if (driveType === 'AWD' || driveType === '4WD') { drivetrainMultiplier = 0.95; // AWD/4WD generally launches better } // Note: FWD can sometimes be slower than RWD due to traction loss on hard launches. // For simplicity, we group FWD and RWD under a baseline multiplier. // Calculate base times and speeds based on Power-to-Weight Ratio // Formulas are empirical and simplified. // ET is roughly proportional to sqrt(Weight/HP) or 1/sqrt(HP/Weight) // ET ~ C / sqrt(P/W) // Estimate 1/4 Mile Time (ET) // A common simplified model suggests ET is proportional to sqrt(weight/hp) // More refined empirical models exist. Let's use a baseline and adjust. // Let's assume a baseline car with 10 lbs/hp (0.1 HP/lb) runs ~13s 1/4 mile. // The square root of (10) is ~3.16. // So, ET ~ (13 * 3.16) / sqrt(Weight/HP) or ET ~ 41.1 / sqrt(Weight/HP) // Or, using HP/W ratio: ET ~ 41.1 / sqrt(100 * HP/W) = 4.11 / sqrt(HP/W) // Let's try a simpler empirical form: var estimated14MileET = (350 / Math.sqrt(hp / weight)) * drivetrainMultiplier; // Estimate 1/8 Mile Time (roughly half of 1/4 mile ET, but not linear) // A rule of thumb is 1/8 ET is ~0.63-0.65 of 1/4 mile ET. var estimated18MileET = estimated14MileET * 0.64; // Estimate Trailing Speed (mph) at 1/4 mile // Speed is more directly related to horsepower and aerodynamics. // A very simplified approach might relate it to HP, but aerodynamics is key. // Let's use an empirical formula: Speed ~ k * (HP / Weight)^0.5 * C_drag_factor // A common correlation links trap speed to HP and weight, with some relation to aero. // Let's use a formula that increases with HP/W ratio. var estimatedTrailingSpeed = (Math.pow(hp / weight, 0.5)) * 200 * drivetrainMultiplier; // Empirical factor // Ensure results are within reasonable bounds or display — if (isNaN(estimated14MileET) || estimated14MileET <= 0) estimated14MileET = NaN; if (isNaN(estimated18MileET) || estimated18MileET <= 0) estimated18MileET = NaN; if (isNaN(powerToWeight) || powerToWeight <= 0) powerToWeight = NaN; if (isNaN(estimatedTrailingSpeed) || estimatedTrailingSpeed 0 ? currentHp : defaultHp; // Use current HP or default var maxWeightForChart = 5000; var minWeightForChart = 1000; var weightStep = (maxWeightForChart – minWeightForChart) / 10; // 10 points for the chart for (var w = minWeightForChart; w 0 && !isNaN(ptw) && isFinite(ptw) && ptw > 0) { sampleWeightData.push(w); sampleETData.push(et); samplePtwData.push(ptw); } } // Add the current calculation's data point to the chart data if it's valid if (!isNaN(current14MileET) && isFinite(current14MileET) && current14MileET > 0 && !isNaN(currentPtw) && isFinite(currentPtw) && currentPtw > 0) { var foundCurrent = false; for(var i = 0; i < sampleWeightData.length; i++) { if (Math.abs(sampleWeightData[i] – currentWeight) < weightStep / 2) { // Replace existing point if it's close enough to current weight sampleETData[i] = current14MileET; samplePtwData[i] = currentPtw; foundCurrent = true; break; } } if (!foundCurrent) { // Add as a new point if not close to existing ones sampleWeightData.push(currentWeight); sampleETData.push(current14MileET); samplePtwData.push(currentPtw); // Sort data points by weight to maintain chart order var combined = sampleWeightData.map(function(w, i) { return {w: w, et: sampleETData[i], ptw: samplePtwData[i]}; }); combined.sort(function(a, b) { return a.w – b.w; }); sampleWeightData = combined.map(function(item) { return item.w; }); sampleETData = combined.map(function(item) { return item.et; }); samplePtwData = combined.map(function(item) { return item.ptw; }); } } // Destroy existing chart before drawing new one if (chartInstance) { chartInstance.destroy(); } drawChart(sampleWeightData, sampleETData, samplePtwData); } // Initialize chart on load with default values (or empty if no defaults) document.addEventListener('DOMContentLoaded', function() { // Initial calculation to populate results and chart calculatePerformance(); }); // FAQ Toggle Function function toggleFaq(element) { var parent = element.parentElement; parent.classList.toggle('open'); } // Bind calculation to input changes for real-time updates hpInput.addEventListener('input', calculatePerformance); weightInput.addEventListener('input', calculatePerformance); driveTypeSelect.addEventListener('change', calculatePerformance);

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Disclaimer: Performance estimates are for informational purposes only. Actual results may vary.

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