Class Grade Calculator off Weight

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Class Grade Calculator Off Weight

Determine the scores needed on upcoming assignments to achieve your target final grade.

Calculate Your Required Scores

Your current average score before the unweighted assignment.
The total percentage weight of all completed assignments.
Your goal for the final overall score.
The maximum possible score for the upcoming assignment.
The percentage this assignment contributes to the final grade.

Your Grade Projections

Points Needed on Assignment:
Required Percentage on Assignment:
Potential Final Grade (if you score X%):
Formula Used: To find the score needed on the unweighted assignment, we first calculate how many points are still needed to reach the target final grade. This is done by subtracting the weighted contribution of the current grade from the target grade. Then, we determine what percentage of the unweighted assignment's maximum points this difference represents.

Grade Impact Visualization

Impact of Assignment Score on Final Grade

Score Scenarios

Assignment Score (%) Weighted Contribution Projected Final Grade (%)
Projected Final Grades based on different assignment scores.

What is a Class Grade Calculator Off Weight?

A Class Grade Calculator Off Weight is a specialized tool designed to help students understand and manage their academic performance, particularly when dealing with assignments that do not have a predetermined weighting or are considered "off weight" from the standard grading structure. Essentially, it allows you to input your current academic standing, the details of a specific assignment whose weight might be flexible or needs to be precisely calculated, and your desired final grade. The calculator then tells you exactly what score you need to achieve on that particular assignment to meet your goal. This is crucial for understanding the real impact of each assignment and for strategic planning, especially when an assignment's contribution to the overall grade isn't immediately obvious or follows a different pattern than the rest of the course. It answers the critical question: "What do I need on this assignment to get the grade I want?"

Who should use it? Students in high school, college, or any academic setting who want to:

  • Understand the precise score needed on a specific, potentially "off-weight" assignment to hit a target final grade.
  • Strategize for upcoming exams or projects with uncertain weighting.
  • Calculate how much impact a single assignment has on their overall standing.
  • Assess if their desired final grade is achievable given their current performance and the remaining assignments.

Common misconceptions about grade calculation include assuming all assignments contribute equally or that a small assignment has negligible impact. This calculator helps debunk those myths by showing the exact numerical requirement. Another misconception is that a high current grade guarantees a high final grade without considering the weight of remaining work; this tool clarifies that dynamic.

Class Grade Calculator Off Weight Formula and Mathematical Explanation

The core of the Class Grade Calculator Off Weight lies in its ability to work backward from a desired outcome. It's a manipulation of the standard weighted average formula. The general formula for a weighted average is:
Final Grade = (Grade1 * Weight1) + (Grade2 * Weight2) + … + (GradeN * WeightN)

In our scenario, we have a current cumulative grade and a remaining assignment (the "off-weight" one) that we need to solve for. Let's define the variables:

  • CG = Current Overall Grade (%)
  • CW = Weight of Current Grade (%)
  • TG = Desired Final Grade (%)
  • UA = Maximum Points for the Unweighted Assignment (e.g., 100)
  • RW = Weight of the Unweighted Assignment (%)
  • R = Required Score (%) on the Unweighted Assignment

The total weight of all graded components must equal 100%. So, CW + RW = 100%.

The formula for the final grade becomes:
TG = (CG * CW) + (R * RW)

We need to solve for R. Rearranging the formula:

  1. Calculate the total points contributed by the current grade: Current Weighted Score = CG * CW
  2. Calculate the total points needed from the remaining assignment(s) to reach the target grade: Points Needed = TG – Current Weighted Score
  3. Since RW is the weight of the unweighted assignment, the score needed on that assignment (R) multiplied by its weight must equal these needed points: R * RW = Points Needed
  4. Therefore, the required score percentage on the unweighted assignment is:
    R = Points Needed / RW
    Substituting Points Needed:
    R = (TG – (CG * CW)) / RW

This gives us the required *percentage* score on the unweighted assignment. To find the actual *points* needed, we multiply this percentage by the maximum possible points for that assignment:

Actual Points Needed = R * UA

Variable Breakdown Table:

Variable Meaning Unit Typical Range
CG (Current Grade) Your current average score in the course. Percentage (%) 0 – 100
CW (Current Weight) The combined percentage weight of all assignments contributing to your current grade. Percentage (%) 0 – 100
TG (Target Grade) The final grade you aim to achieve in the course. Percentage (%) 0 – 100
UA (Unweighted Assignment Points) The maximum possible score achievable on the specific assignment in question. Points 1 – 1000 (or more)
RW (Remaining Weight) The percentage weight this specific assignment contributes to the overall final grade. Percentage (%) 0 – 100
R (Required Score) The percentage score you must achieve on the unweighted assignment. Percentage (%) 0 – 100+ (theoretically, if target is very high)

Practical Examples (Real-World Use Cases)

Understanding the Class Grade Calculator Off Weight becomes clearer with practical examples:

Example 1: Aiming for an 'A' in a Tough Course

Scenario: Sarah is in a challenging university course. Her current average grade is 82%, and this current work represents 60% of her final grade. She wants to secure an 'A' (90% final grade). The final project is unweighted in the standard syllabus structure, but she knows it can significantly boost her grade, and she expects it to contribute 40% of her final grade. The final project is out of 150 points.

Inputs:

  • Current Overall Grade: 82%
  • Weight of Current Grade: 60%
  • Desired Final Grade: 90%
  • Points for Unweighted Assignment: 150
  • Weight of Unweighted Assignment: 40%

Calculation:

  • Current Weighted Score = 82% * 60% = 49.2 points
  • Points Needed = 90% (Target) – 49.2 (Current Weighted) = 40.8 points
  • Required Percentage on Assignment = 40.8 points / 40% (Weight) = 102%
  • Actual Points Needed = 102% * 150 points = 153 points

Interpretation: Sarah needs to score 102% on the final project (153 out of 150 points) to achieve a 90% final grade. This indicates that even a perfect score (100%) on the final project might not be enough if she doesn't improve her current standing or if the project's weight is precisely 40%. She might need to aim for extra credit or achieve a higher score than the maximum possible if the grading scheme allows for it. This highlights the importance of precise calculation and realistic goal setting.

Example 2: Maintaining a 'B+' Average

Scenario: John's current grade is 75%, accounting for 70% of his final grade. He wants to maintain at least a 'B+' (87% final grade). He has one remaining assignment, which is a presentation worth 25% of his final grade, and it's graded out of 100 points.

Inputs:

  • Current Overall Grade: 75%
  • Weight of Current Grade: 70%
  • Desired Final Grade: 87%
  • Points for Unweighted Assignment: 100
  • Weight of Unweighted Assignment: 25%

Calculation:

  • Current Weighted Score = 75% * 70% = 52.5 points
  • Points Needed = 87% (Target) – 52.5 (Current Weighted) = 34.5 points
  • Required Percentage on Assignment = 34.5 points / 25% (Weight) = 138%
  • Actual Points Needed = 138% * 100 points = 138 points

Interpretation: To reach an 87% final grade, John needs to score 138% on his presentation. Since the presentation is only out of 100 points, this target is mathematically impossible to achieve based on his current standing and the assignment's defined weight. This scenario implies John needs to reassess his target grade or find ways to improve his current grade before the final assignment, perhaps by seeking extra credit opportunities or discussing grading adjustments with his instructor. It's a stark reminder that sometimes, achieving a specific grade is not possible without meeting prerequisite conditions.

How to Use This Class Grade Calculator Off Weight

Using the Class Grade Calculator Off Weight is straightforward. Follow these steps to get accurate insights into your academic standing:

  1. Enter Your Current Grade: Input your current overall average percentage in the 'Current Overall Grade (%)' field. This is your performance so far.
  2. Specify Current Weight: Enter the total percentage weight that your current grade represents in the overall course grading scheme in the 'Weight of Current Grade (%)' field. Ensure that this, plus the weight of the assignment you're focusing on, adds up to 100% (or represents the total weight for which you are calculating).
  3. Set Your Target Grade: Input the final grade percentage you wish to achieve in the 'Desired Final Grade (%)' field.
  4. Input Assignment Details:
    • In 'Points for Unweighted Assignment', enter the maximum possible score for the assignment you are calculating for (e.g., 100 for a standard test, 150 for a project out of 150 points).
    • In 'Weight of Unweighted Assignment (%)', enter the percentage this specific assignment contributes to your final course grade.
  5. Calculate: Click the 'Calculate Required Score' button.

How to Read Results:

  • Required Score (%): This is the minimum percentage you need to get on the specified assignment to hit your desired final grade.
  • Points Needed on Assignment: This shows the raw number of points you must earn on the assignment, based on its maximum point value.
  • Percentage Required on Assignment: A restatement of the 'Required Score (%)' for clarity.
  • Potential Final Grade (if you score X%): This field shows what your final grade would be if you achieved a perfect score (100%) on the assignment you entered. It helps contextualize the difficulty.

Decision-Making Guidance:

  • If the required score is 100% or less, your goal is achievable! Focus on reaching or exceeding that score.
  • If the required score is above 100%, your target grade might be mathematically impossible with your current standing and the assignment's weight. You may need to aim for extra credit, discuss grade adjustments, or revise your target grade downwards.
  • Use the generated table and chart to see how different scores on the assignment translate into potential final grades. This helps you understand the stakes and the potential upside of performing well.

Key Factors That Affect Class Grade Calculator Off Weight Results

Several interconnected factors significantly influence the outcome of a Class Grade Calculator Off Weight and the feasibility of achieving your desired grade:

  1. Current Grade (CG): This is perhaps the most impactful factor. A higher current grade provides a stronger foundation, requiring less extreme performance on future assignments. Conversely, a lower current grade necessitates higher scores later on.
  2. Weight of Current Grade (CW): A larger weight for your current grade means past performance has a more substantial effect on your final standing. This can either help secure a good grade or make it harder to recover from earlier setbacks.
  3. Desired Final Grade (TG): An ambitious target grade naturally requires higher scores on all remaining components. Aiming for an 'A+' will always demand more than aiming for a 'C'.
  4. Weight of the Unweighted Assignment (RW): Assignments with higher weights have a more pronounced effect. A 40% assignment can drastically change your grade, whereas a 5% assignment has a much smaller impact, making it harder to salvage a low current grade.
  5. Maximum Points of the Assignment (UA): While the calculator primarily works with percentages, the maximum points can offer context. If you need 100% on an assignment worth 10 points, it's different psychologically than needing 100% on an assignment worth 100 points. It also helps calculate the raw "points needed."
  6. The "Off-Weight" Nature: The very definition of "off-weight" implies a deviation from the norm. This could mean an assignment is worth more or less than typical, or perhaps its grading rubric is different. Understanding these nuances is key. For instance, a project might be worth more (higher RW), but if it's graded more leniently or harshly, that affects the *actual* score achieved.
  7. Instructor's Grading Scale and Policies: The official grading scale (e.g., 90-100 = A) and any specific course policies (e.g., curving grades, maximum extra credit) are paramount. The calculator provides a mathematical projection, but the instructor's final application of rules determines the official grade.

Frequently Asked Questions (FAQ)

Q1: What if the calculator tells me I need more than 100%?

If the calculator indicates you need over 100% on an assignment, it means that, based on your current grade and the assignment's weight, achieving your desired final grade is mathematically impossible *unless* there are opportunities for extra credit or bonus points. You may need to speak with your instructor about such possibilities or adjust your target grade.

Q2: How accurate is this calculator?

The calculator is highly accurate for the mathematical projection based on the inputs you provide. However, it assumes standard weighted averaging. Real-world grading can sometimes involve nuances like grade curving, rounding policies, or subjective adjustments by the instructor, which are not factored in.

Q3: What does "Off Weight" mean in grading?

"Off weight" typically refers to an assignment, project, or exam whose contribution to the final grade deviates from the standard pattern of other graded components. For example, if most assignments are worth 10% but one final project is worth 30%, that project might be considered "off weight." This calculator specifically helps when you need to figure out the exact score needed for such components.

Q4: Can I use this if I have multiple assignments remaining?

This specific calculator is designed for determining the requirement for ONE "off-weight" assignment. If you have multiple remaining assignments, you would need to either calculate their combined weight and treat them as a single block or use a more comprehensive grade calculator that accounts for multiple future grades.

Q5: Does the calculator account for rounding?

The calculator performs precise mathematical calculations. It does not inherently apply rounding rules that an instructor might use at the end of the semester. Your final grade may differ slightly based on how your instructor rounds scores.

Q6: What if my current grade is a letter grade (e.g., B+)?

You'll need to convert your letter grade into its corresponding percentage equivalent before entering it into the calculator. For example, a B+ might be represented as 87% or 88%, depending on your institution's grading scale.

Q7: How do I find the "Weight of Current Grade"?

The "Weight of Current Grade" is 100% minus the weight of all remaining assignments. For example, if you have one remaining assignment worth 30%, the current grade's weight is 70% (100% – 30% = 70%). If you have multiple remaining assignments, sum their weights first.

Q8: Is the "Points for Unweighted Assignment" the same as its percentage weight?

No. The "Points for Unweighted Assignment" is the maximum score you can achieve on that specific task (e.g., 100 points). The "Weight of Unweighted Assignment (%)" is how much that assignment contributes to your *overall* final grade. For instance, an assignment could be out of 50 points but only count for 10% of your final grade.

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Let's allow it for now, focusing on individual validity. // But inform user if it's not exactly 100. // alert("Warning: Current Weight and Remaining Weight do not sum to 100%. Adjust if necessary."); } if (!valid) { resultsSection.style.display = 'none'; chartSection.style.display = 'none'; tableSection.style.display = 'none'; return; } var currentGrade = parseFloat(currentGradeInput.value); var currentWeight = parseFloat(currentWeightInput.value) / 100; // Convert percentage to decimal var targetGrade = parseFloat(targetGradeInput.value); var unweightedAssignmentPoints = parseFloat(unweightedAssignmentPointsInput.value); var remainingWeight = parseFloat(remainingWeightInput.value) / 100; // Convert percentage to decimal var currentWeightedScore = currentGrade * currentWeight; var pointsNeededValue = targetGrade – currentWeightedScore; var requiredPercentage = 0; var actualPointsNeeded = 0; var potentialFinalGradeIfPerfect = "; if (remainingWeight > 0) { requiredPercentage = pointsNeededValue / remainingWeight; actualPointsNeeded = requiredPercentage * unweightedAssignmentPoints / 100; // Calculate points based on max points potentialFinalGradeIfPerfect = ((currentWeightedScore + (100 * remainingWeight)) / 1).toFixed(2); // Grade if 100% on assignment } else if (pointsNeededValue <= 0) { requiredPercentage = 0; // Target already met or exceeded actualPointsNeeded = 0; potentialFinalGradeIfPerfect = ((currentWeightedScore + (0 * remainingWeight)) / 1).toFixed(2); // Grade if 0% on assignment (if remaining weight is 0) } else { // Remaining weight is 0, but points are still needed. Impossible. requiredPercentage = Infinity; actualPointsNeeded = Infinity; potentialFinalGradeIfPerfect = 'N/A (Impossible)'; } var formattedRequiredPercentage = requiredPercentage.toFixed(2); var formattedActualPointsNeeded = actualPointsNeeded.toFixed(2); var formattedPotentialFinalGrade = potentialFinalGradeIfPerfect === 'N/A (Impossible)' ? 'N/A (Impossible)' : potentialFinalGradeIfPerfect + '%'; requiredScoreResult.textContent = formattedRequiredPercentage + '%'; pointsNeeded.textContent = formattedActualPointsNeeded + ' out of ' + unweightedAssignmentPoints; percentageRequired.textContent = formattedRequiredPercentage + '%'; potentialFinalGrade.textContent = formattedPotentialFinalGrade; resultsSection.style.display = 'block'; generateChart(currentGrade, currentWeight, remainingWeight, unweightedAssignmentPoints, requiredPercentage); generateTable(currentGrade, currentWeight, remainingWeight, unweightedAssignmentPoints, requiredPercentage); chartSection.style.display = 'block'; tableSection.style.display = 'block'; } function generateChart(currentGrade, currentWeight, remainingWeight, unweightedAssignmentPoints, requiredPercentage) { var ctx = gradeImpactChartCanvas.getContext('2d'); // Destroy previous chart instance if it exists if (gradeImpactChart) { gradeImpactChart.destroy(); } var scores = []; var finalGrades = []; var assignmentScoresForChart = []; // Determine the range of scores to show on the chart var minScore = Math.max(0, requiredPercentage – 20); // Show scores below required var maxScore = Math.min(110, requiredPercentage + 20); // Show scores above required var step = (maxScore – minScore) / 10; for (var i = 0; i <= 10; i++) { var assignmentScorePercent = minScore + (i * step); assignmentScoresForChart.push(assignmentScorePercent.toFixed(1)); var calculatedFinalGrade = (currentGrade * currentWeight) + (assignmentScorePercent * remainingWeight); finalGrades.push(calculatedFinalGrade); } // Ensure the required percentage is included if it falls outside the auto-calculated range if (requiredPercentage maxScore) { assignmentScoresForChart.push(requiredPercentage.toFixed(1)); var gradeAtRequired = (currentGrade * currentWeight) + (requiredPercentage * remainingWeight); finalGrades.push(gradeAtRequired); assignmentScoresForChart.sort(function(a, b) { return parseFloat(a) – parseFloat(b); }); finalGrades.sort(function(a, b) { return a – b; }); } else { assignmentScoresForChart.sort(function(a, b) { return parseFloat(a) – parseFloat(b); }); finalGrades.sort(function(a, b) { return a – b; }); } // Add a point for 0% score for context var zeroScoreIndex = assignmentScoresForChart.indexOf('0.0'); if (zeroScoreIndex === -1) { var zeroGrade = (currentGrade * currentWeight) + (0 * remainingWeight); assignmentScoresForChart.unshift('0.0'); finalGrades.unshift(zeroGrade); } gradeImpactChart = new Chart(ctx, { type: 'line', data: { labels: assignmentScoresForChart, // Assignment Scores (%) datasets: [{ label: 'Projected Final Grade (%)', data: finalGrades, borderColor: '#004a99', backgroundColor: 'rgba(0, 74, 153, 0.1)', fill: true, tension: 0.1 }, { label: 'Target Final Grade Line', data: Array(assignmentScoresForChart.length).fill(parseFloat(targetGradeInput.value)), borderColor: '#28a745', borderDash: [5, 5], fill: false, pointRadius: 0 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { x: { title: { display: true, text: 'Assignment Score (%)' }, ticks: { autoSkip: false, // Ensure all labels are shown if possible maxRotation: 0, minRotation: 0 } }, y: { title: { display: true, text: 'Final Grade (%)' }, beginAtZero: true, suggestedMax: 100 // Ensure chart typically shows up to 100% } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } if (context.parsed.y !== null) { label += context.parsed.y.toFixed(2) + '%'; } return label; } } }, legend: { position: 'top', } } } }); } function generateTable(currentGrade, currentWeight, remainingWeight, unweightedAssignmentPoints, requiredPercentage) { scoreTableBody.innerHTML = "; // Clear previous table rows var rows = []; var assignmentScoresToTest = [0, 50, 75, 80, 90, 100]; // Ensure the required percentage and a few points around it are included assignmentScoresToTest.push(Math.max(0, requiredPercentage – 10)); assignmentScoresToTest.push(requiredPercentage); assignmentScoresToTest.push(Math.min(100, requiredPercentage + 10)); // Remove duplicates and sort assignmentScoresToTest = […new Set(assignmentScoresToTest)].sort(function(a, b) { return a – b; }); for (var i = 0; i < assignmentScoresToTest.length; i++) { var scorePercent = assignmentScoresToTest[i]; if (scorePercent 150) continue; // Limit unrealistic scores for table display var scorePercentDecimal = scorePercent / 100; var weightedContribution = scorePercentDecimal * remainingWeight; var finalGrade = (currentGrade * currentWeight) + weightedContribution; // Ensure final grade doesn't exceed 100% for display purposes in table, unless calculator suggests otherwise var displayFinalGrade = finalGrade > 100 ? 100 : finalGrade; if (finalGrade < 0) displayFinalGrade = 0; var row = document.createElement('tr'); row.innerHTML = ` ${scorePercent.toFixed(1)}% ${weightedContribution.toFixed(2)} pts ${displayFinalGrade.toFixed(2)}% `; scoreTableBody.appendChild(row); } } function resetForm() { currentGradeInput.value = '85'; currentWeightInput.value = '70'; targetGradeInput.value = '90'; unweightedAssignmentPointsInput.value = '100'; remainingWeightInput.value = '30'; currentGradeError.textContent = "; currentWeightError.textContent = "; targetGradeError.textContent = "; unweightedAssignmentPointsError.textContent = "; remainingWeightError.textContent = "; resultsSection.style.display = 'none'; chartSection.style.display = 'none'; tableSection.style.display = 'none'; if (gradeImpactChart) { gradeImpactChart.destroy(); gradeImpactChart = null; } } function copyResults() { var currentGrade = currentGradeInput.value; var currentWeight = currentWeightInput.value; var targetGrade = targetGradeInput.value; var unweightedAssignmentPoints = unweightedAssignmentPointsInput.value; var remainingWeight = remainingWeightInput.value; var requiredScore = requiredScoreResult.textContent; var pointsNeededText = pointsNeeded.textContent; var percentageRequiredText = percentageRequired.textContent; var potentialFinalGradeText = potentialFinalGrade.textContent; var resultsText = "— Class Grade Calculator Off Weight Results —\n\n"; resultsText += "Inputs:\n"; resultsText += "- Current Overall Grade: " + currentGrade + "%\n"; resultsText += "- Weight of Current Grade: " + currentWeight + "%\n"; resultsText += "- Desired Final Grade: " + targetGrade + "%\n"; resultsText += "- Points for Unweighted Assignment: " + unweightedAssignmentPoints + "\n"; resultsText += "- Weight of Unweighted Assignment: " + remainingWeight + "%\n\n"; resultsText += "Calculated Results:\n"; resultsText += "- Required Score on Assignment: " + requiredScore + "\n"; resultsText += "- " + pointsNeededText + "\n"; resultsText += "- Required Percentage on Assignment: " + percentageRequiredText + "\n"; resultsText += "- Potential Final Grade (if 100% on assignment): " + potentialFinalGradeText + "\n\n"; resultsText += "Formula: R = (TG – (CG * CW)) / RW, where R is Required Score, TG is Target Grade, CG is Current Grade, CW is Current Weight, RW is Remaining Weight.\n"; try { navigator.clipboard.writeText(resultsText).then(function() { // Optional: Show a success message to the user var originalText = button.innerText; button.innerText = 'Copied!'; setTimeout(function(){ button.innerText = originalText; }, 1500); }).catch(function(err) { console.error('Failed to copy text: ', err); // Fallback for browsers that don't support clipboard API well alert('Copying failed. Please manually select and copy the results.'); }); } catch (e) { console.error('Clipboard API not available: ', e); // Fallback for older browsers var textArea = document.createElement("textarea"); textArea.value = resultsText; textArea.style.position = "fixed"; // Avoid scrolling to bottom textArea.style.left = "-9999px"; textArea.style.top = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'successful' : 'unsuccessful'; console.log('Fallback: Copying text command was ' + msg); } catch (err) { console.error('Fallback: Oops, unable to copy', err); } document.body.removeChild(textArea); alert('Results copied to clipboard (fallback method).'); } } // Add event listeners for real-time validation currentGradeInput.addEventListener('input', function() { validateInput(currentGradeInput, currentGradeError, 0, 100); }); currentWeightInput.addEventListener('input', function() { validateInput(currentWeightInput, currentWeightError, 0, 100); }); targetGradeInput.addEventListener('input', function() { validateInput(targetGradeInput, targetGradeError, 0, 100); }); unweightedAssignmentPointsInput.addEventListener('input', function() { validateInput(unweightedAssignmentPointsInput, unweightedAssignmentPointsError, 1, Infinity); }); remainingWeightInput.addEventListener('input', function() { validateInput(remainingWeightInput, remainingWeightError, 0, 100); }); // Initialize FAQ toggle functionality var faqQuestions = document.querySelectorAll('.faq-question'); faqQuestions.forEach(function(question) { question.addEventListener('click', function() { var answer = this.nextElementSibling; var isOpen = this.classList.contains('open'); // Close all other answers first faqQuestions.forEach(function(q) { if (q !== this) { q.classList.remove('open'); q.nextElementSibling.style.display = 'none'; } }.bind(this)); // Bind 'this' to the current question // Toggle the clicked question if (isOpen) { this.classList.remove('open'); answer.style.display = 'none'; } else { this.classList.add('open'); answer.style.display = 'block'; } }); }); // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { // Ensure chart is loaded before trying to draw var script = document.createElement('script'); script.src = 'https://cdn.jsdelivr.net/npm/chart.js'; // Use CDN for chart.js script.onload = function() { calculateGrade(); // Calculate once after chart library is loaded }; document.head.appendChild(script); });

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