Linear Gradual Tax Rate System for Accurate Withholding
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Solution Overview
Problem
Current U.S. federal and state tax systems are overly complex due to multiple tax brackets and schedules, leading to inefficiencies and increased costs in tax processing, with employers and employees spending significant time and resources correcting initial tax estimations and filing returns, while also leaving room for potential tax theft due to the lack of timely verification by the IRS.
Innovation Solution
A linear and gradual (LG) tax rate system is introduced, combining complex Tax Rate Schedules, Tax Tables, and Tax Computation Worksheets into simpler formulas (tax rate=a+TI/b and tax rate=c−d/TI) to reduce tax brackets and simplify tax calculations, allowing for smoother tax rate changes and accurate tax payments, with a payroll period factor for withholding and payroll payments.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If multiple tax brackets and schedules are used to calculate taxes, then tax calculation accuracy is improved, but system complexity and processing time increase
Solution Approach 1:
The patent combines multiple separate tax calculation components (Tax Rate Schedules, Tax Tables, Tax Computation Worksheets) into a single integrated linear formula system. This merging eliminates the need to switch between different calculation methods based on income brackets, thereby reducing system complexity while maintaining accuracy through the continuous linear function tax = a + b(TI - c) that works across all income levels.
Solution Approach 2:
The patent transforms the traditional progressive tax bracket structure (with discrete income thresholds and varying tax rates) into a linear parameter-based system where tax is calculated using continuous parameters a, b, and c. This parameter change allows the system to maintain calculation precision while eliminating the complexity of multiple brackets and schedules.
2Measurement precision
If multiple tax brackets and schedules are used to calculate taxes, then tax calculation accuracy is improved, but processing time increases
Solution Approach 1:
By merging all tax calculation rules into a single linear formula, the system eliminates the time-consuming process of determining which bracket applies and performing multiple calculation steps. The single formula tax = a + b(TI - c) can be computed directly for any taxable income, dramatically reducing processing time while maintaining accuracy.
Solution Approach 2:
The patent extracts the essential tax calculation logic from complex multi-bracket schedules and represents it through a simplified linear relationship. This extraction removes unnecessary computational steps and intermediate lookups, allowing for rapid calculation while preserving the core tax calculation accuracy.
3Productivity
If employers estimate taxes using Tax Rate Schedules, then initial tax withholding is improved, but accuracy of final tax payment deteriorates
Solution Approach 1:
The linear formula system allows employers to perform accurate preliminary tax withholding calculations using the same formula that will be used for final tax determination. By using tax = a + b(TI - c) for both withholding and final calculation, the system eliminates the need for employees to file returns to correct estimation errors, as the preliminary action is already accurate.
Solution Approach 2:
The patent changes the parameter structure from discrete tax brackets with step changes to continuous linear parameters. This parameter change ensures that the same mathematical relationship applies throughout the year, making preliminary withholding estimates identical in methodology to final tax calculations, thereby improving accuracy while maintaining productivity.
4Measurement precision
If Tax Table and Tax Computation Worksheet are used for accurate tax returns, then tax payment accuracy is improved, but filing complexity increases
Solution Approach 1:
The patent merges the multi-step Tax Table lookup and Tax Computation Worksheet processes into a single linear formula calculation. This eliminates the complexity of navigating 12-page tax tables and performing multiple computation steps, while maintaining accuracy through the direct mathematical relationship tax = a + b(TI - c).
Solution Approach 2:
The patent extracts the core tax calculation logic from the complex Tax Table and Worksheet system and represents it through a simple linear formula. This extraction removes the filing complexity of looking up values in large tables and performing multiple calculation steps, while preserving the accuracy of the final tax determination.
Data Source
AI summary
The present invention provides a tax payment system and method for accurate payments, which transfer accurate withholding tax payments from taxpayers to governments and accurate payroll payments from employers to employees with accurate employee information. Current Tax Schedules, Tax Tables and Tax Computation Worksheet are combined together for their simplification with related linear and graduate formulas. Accurate information of income tax payments, withholding tax payments and employees or businesses can be reported to the IRS or a state government by January 15 or February 15 with adjustments. Then governments can be ready to verify and/or inspect tax returns before sending out tax refunds. Therefore potential tax theft crimes could be reduced significantly or avoided to save billions of dollars. The tax payment system and method offer many taxpayers with a one-source income and certain qualifications to have an option to not file their tax returns because of accurate withholding tax payments, which reduce tax processing time and costs for governments and taxpayers significantly, which may be worth billions of dollars yearly.