Personal Loan Balance Transfer Savings Calculator

List Debts for Potential Transfer

Current Debt Summary:

Total Outstanding Debt to Transfer: $0.00

Total Current Monthly Payments: $0.00

Weighted Average APR: 0.00%

New Balance Transfer Loan Terms

$0.00
%

Balance Transfer Fee (if applicable)

%
Enter percentage OR flat fee, not both.
$

Balance Transfer Savings Analysis

Important Disclaimer: This calculator provides estimates based on your inputs and does not guarantee loan approval or specific terms. Actual savings depend on the rates and terms you qualify for, and whether you maintain consistent payments. Balance transfer fees can significantly impact overall savings. This is not financial advice.

Estimated New Monthly Payment (EMI): ${blt_formatCurrency(newEMI)}

Total Interest Paid on New Loan: ${blt_formatCurrency(newTotalInterestPayable)}

Total Cost of New Loan (Interest + Fee): ${blt_formatCurrency(totalCostOfNewLoan)}

Potential Impact of Balance Transfer:

Change in Total Monthly Payment: ${monthlyPaymentChange > 0.005 ? 'Save approx. ' + blt_formatCurrency(monthlyPaymentChange) + '/month' : (monthlyPaymentChange < -0.005 ? 'Increase by approx. ' + blt_formatCurrency(Math.abs(monthlyPaymentChange)) + '/month' : 'Roughly the same monthly payment.')}

You will now have one single payment for these debts over a fixed ${newLoanTermMonths}-month term.

The total financing cost (interest + fees) for this new loan is estimated at ${blt_formatCurrency(totalCostOfNewLoan)}. Compare this to the ongoing interest you would pay on your current debts to determine overall savings.

`; const effectiveCostRateNewLoan = (totalCostOfNewLoan / totalDebtToTransfer) / (newLoanTermMonths / 12) * 100; // Very rough annual cost rate if (newLoanAPR < currentWeightedAPR && totalDebtToTransfer > 0) { resultsHTML += `

Since the new loan's APR (${blt_formatPercent(newLoanAPR)}) is lower than your current weighted average APR (${blt_formatPercent(currentWeightedAPR)}), you are likely to save on interest, provided the balance transfer fee doesn't offset these savings significantly.

`; } else if (newLoanAPR > currentWeightedAPR && totalDebtToTransfer > 0) { resultsHTML += `

Caution: The new loan's APR (${blt_formatPercent(newLoanAPR)}) is higher than your current weighted average APR (${blt_formatPercent(currentWeightedAPR)}). This transfer might increase your overall interest costs, even if monthly payments change.

`; } resultsHTML += `
`; if(blt_el.resultsContainer) blt_el.resultsContainer.innerHTML = resultsHTML; if(blt_el.pdfDownloadBtn && blt_el.pdfDownloadBtn.style) blt_el.pdfDownloadBtn.style.display = 'block'; } function blt_resetForm() { if(blt_el.debtEntriesContainer) blt_el.debtEntriesContainer.innerHTML = ""; blt_debtEntryCount = 0; blt_addDebtEntry('Credit Card V', 4000, 24, 120); blt_addDebtEntry('Store Card Z', 1500, 28, 50); if(blt_el.newLoanAPR) blt_el.newLoanAPR.value = "11.0"; if(blt_el.newLoanTerm) blt_el.newLoanTerm.value = "36"; if(blt_el.transferFeeRate) blt_el.transferFeeRate.value = "3"; if(blt_el.transferFlatFee) blt_el.transferFlatFee.value = ""; blt_updateCurrentDebtSummary(); document.querySelectorAll('#balanceTransferCalculator .blt-error-message').forEach(el => el.textContent = ''); if(blt_el.resultsContainer) blt_el.resultsContainer.innerHTML = ""; if(blt_el.pdfDownloadBtn && blt_el.pdfDownloadBtn.style) blt_el.pdfDownloadBtn.style.display = 'none'; if(blt_el.resultsTabButton) blt_el.resultsTabButton.disabled = true; blt_currentTab = 0; blt_openTab(null, 'blt-tabCurrentDebts'); } function blt_downloadPDF() { if (typeof window.jspdf === 'undefined' || typeof window.jspdf.jsPDF !== 'function' || typeof window.html2canvas !== 'function') { // Removed autoTable check for now alert("PDF generation library not fully loaded. Check CDN links & internet connection."); return; } const jsPDFConstructor = window.jspdf.jsPDF; const resultsToCapture = blt_el.resultsContainer; const disclaimerContent = document.querySelector('#balanceTransferCalculator .blt-disclaimer-note'); if (!resultsToCapture || !resultsToCapture.innerHTML.trim().includes("Estimated New Balance Transfer Loan")) { alert("No results to download. Please calculate first."); return; } const pdf = new jsPDFConstructor('p', 'pt', 'a4'); const toolTitle = "Personal Loan Balance Transfer Analysis"; const margins = { top: 40, bottom: 40, left: 30, right: 30 }; let yPos = margins.top; pdf.setFontSize(18); pdf.text(toolTitle, pdf.internal.pageSize.getWidth() / 2, yPos, { align: 'center' }); yPos += 30; // Current Debts Summary (from displayed values) pdf.setFontSize(11); pdf.text("Summary of Your Current Debts for Transfer:", margins.left, yPos); yPos += 15; pdf.setFontSize(9); pdf.text(`- Total Outstanding Debt: ${blt_el.currentTotalDebtDisplay.textContent}`, margins.left + 10, yPos); yPos += 13; pdf.text(`- Total Current Monthly Payments: ${blt_el.currentTotalMonthlyPaymentsDisplay.textContent}`, margins.left + 10, yPos); yPos += 13; pdf.text(`- Weighted Average APR: ${blt_el.currentWeightedAPRDisplay.textContent}`, margins.left + 10, yPos); yPos += 20; // New Loan Terms pdf.setFontSize(11); pdf.text("Proposed New Balance Transfer Loan Terms:", margins.left, yPos); yPos += 15; pdf.setFontSize(9); pdf.text(`- Initial Transfer Amount: ${blt_el.newLoanPrincipalBaseDisplay.textContent}`, margins.left + 10, yPos); yPos += 13; pdf.text(`- Estimated APR: ${blt_el.newLoanAPR.value}%`, margins.left + 10, yPos); yPos += 13; pdf.text(`- Loan Term: ${blt_el.newLoanTerm.value} months`, margins.left + 10, yPos); yPos += 13; const feeRate = blt_el.transferFeeRate.value.trim(); const flatFee = blt_el.transferFlatFee.value.trim(); if (feeRate) pdf.text(`- Transfer Fee: ${feeRate}% of transfer amount`, margins.left + 10, yPos); else if (flatFee) pdf.text(`- Transfer Fee: ${blt_formatCurrency(parseFloat(flatFee))}`, margins.left + 10, yPos); else pdf.text(`- Transfer Fee: None entered`, margins.left + 10, yPos); yPos += 20; // Results Summary using html2canvas for better formatting capture if (yPos > pdf.internal.pageSize.getHeight() - margins.bottom - 100) { // Check space pdf.addPage(); yPos = margins.top; } pdf.setFontSize(11); pdf.text("Analysis & Comparison Details:", margins.left, yPos); yPos += 5; html2canvas(resultsToCapture, {scale: 1.2, backgroundColor: '#ffffff', useCORS: true, windowWidth: resultsToCapture.scrollWidth}).then(canvas => { const imgData = canvas.toDataURL('image/png'); const imgProps = pdf.getImageProperties(imgData); const pdfWidth = pdf.internal.pageSize.getWidth() - margins.left - margins.right; let pdfHeight = (imgProps.height * pdfWidth) / imgProps.width; const maxHeightPerPage = pdf.internal.pageSize.getHeight() - margins.top - margins.bottom - yPos; // Remaining space if (pdfHeight > maxHeightPerPage && yPos > margins.top + 50) { // If not enough space on current page (and not first item) pdf.addPage(); yPos = margins.top; } else if (pdfHeight > maxHeightPerPage) { // If too big for a single page anyway pdfHeight = maxHeightPerPage; // Truncate for this simplified PDF for now console.warn("PDF results section might be truncated due to length"); } pdf.addImage(imgData, 'PNG', margins.left, yPos, pdfWidth, pdfHeight); yPos += pdfHeight + 20; if (disclaimerContent) { if (yPos > pdf.internal.pageSize.getHeight() - margins.bottom - 40) { pdf.addPage(); yPos = margins.top; } pdf.setFontSize(8); const disclaimerLines = pdf.splitTextToSize(disclaimerContent.innerText.trim(), pdf.internal.pageSize.getWidth() - margins.left - margins.right); pdf.text(disclaimerLines, margins.left, yPos); } pdf.save('Balance_Transfer_Analysis.pdf'); }).catch(err => { console.error("Error generating PDF results with html2canvas:", err); alert("Error rendering results to PDF. The PDF may be incomplete."); pdf.save('Balance_Transfer_Analysis_Partial.pdf'); // Save what we have }); }
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