Strategic Tax Planning for US Businesses After April 15th
Introduction
After filing extension, it’s the right time to play with tax codes and rules to maximize the benefit by reducing our tax bill. The main tax season end on April 15, and we begin tax planning for the extended returns from next day. Tax planning means maximising tax benefits by using company’s financial information. We should evaluate whether our tax strategy is supporting our business goal by asking few questions such as, is the tax bill more than expected? Did we take maximum tax benefits etc.
Understanding US Tax Regulations
The Essentials of Tax Planning
Taxes can eat your annual earnings; tax planning is the constructive way to counter this. The objective of tax planning is to amplify tax benefits without break tax rules. Periodical changes and updates in tax codes by IRS makes strategic tax planning more complex. By staying informed about tax regulations and utilising legal methods, we can minimise tax liabilities by maximising tax deductions, credits, and expenses.
Proactive Tax Planning Strategies
Tax planning is a proactive way of saving on taxes. Be proactive so we can maximize opportunities to reduce tax liabilities. Catching the benefits of deductions, boost business tax credits, select the appropriate tax structure, shifting of income and seeking advice tax professionals are few examples of strategic tax planning.
Maximizing Deductions and Credits
Crucial method of tax planning is to locate and maximize available deductions and tax credits. Taxable income is decreased by deductions including those for company expenses and tax credits directly lower the tax obligation. Here are the major tax deductions and credits with recent updates.
Deductions
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Qualified Business Income Deduction: - Allows a deduction of up to 20% of qualified business income for owners of some businesses. Limits apply based on income and type of business.
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Business Mileage: - We can claim a deduction based on the mileage used for the business purpose at the rate of 65.5 cents/mile.
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Energy Efficient Commercial Buildings Deduction: - We can get this deduction only if a business owner place energy efficient commercial building property or energy efficient commercial building retrofit property in building systems and the property increases minimum of 25% energy efficiency.
Credits
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Research and Development Tax Credit: - We can claim this tax credit for certain qualifying domestic expenses related to research and development. We can set off income tax and payroll taxes against this credit.
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Commercial EV and FCEV Tax Credit: - Businesses can avail a tax credit for the purchase of new Electric Vehicles (EV) and Fuel Cell Electric Vehicles (FCEV) from tax year 2023.
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Work Opportunity Tax Credit: - This credit aims to support individuals from certain targeted groups who have faced significant barriers to employment. This credit is based on wages paid to the employees and these employees should get employed before 01/01/2026.
Leveraging Losses and Depreciation
Depreciation
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Bonus Depreciation: - Allows 80% expensing for qualified business property acquired and placed in service during tax year. The 80% allowance generally decreases by 20% per year in upcoming tax years.
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179 Deduction: - Allows 100% expensing for qualified business property acquired and placed in service during tax year with subject to certain limitations.
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De Minimis Safe Harbor Election: - Small businesses can elect to expense assets that cost less than $2,500 per item in the year they are purchased.
Business Losses
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Net Operating Loss: - A net operating loss can be carried forward to offset taxable income in future years indefinitely and can be offset a maximum of 80% taxable income in a year.
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Capital Losses/Investment Losses: - investment losses can be written off against your investment gains or other income up to a certain limit each year ($3,000 - MFJ and $1,500 - MFS).
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Tax Loss Harvesting: - Tax loss harvesting is a strategy in which an investor sells an investment at a loss, replaces it in their portfolio with a similar investment, and uses the capital loss to offset their gains or other income.
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Passive Losses: - If a taxpayer's passive losses are limited in the current year, the losses can be carried forward until fully applied against passive gains or until the activity that generated the passive loss is sold or otherwise disposed of.
Retirement Planning as a Tax Strategy
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Traditional 401(k) Plan: - By setting aside a certain percentage of your salary (up to $23,000 in 2024, or $30,500 if you’re 50 years or older) into your 401(k) account, you can lower your taxable income by that amount in the present and defer paying taxes on that money until you withdraw it in retirement. Usually, businesses contribute same to their employees and business owner’s account.
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401(k) Profit Sharing Plans & Cash Balance Plans: - employers make contributions to employee retirement savings accounts based on the company’s profitability in a year.2024, In 401(k) profit sharing plan, maximum employer contribution limits are Up to 100% of an employee’s annual salary or $69,000 per year ($76,500 for employees 50 and over), whichever is higher.
Want to save more on Tax??
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)
Tax Saving Tips for Different Business Structures
Choosing the right tax structure of business can influence the tax goals. C-Corp taxable income taxed at the corporate rate of 21%, S- Corp passthrough income are treated as passive income and not required to pay 12.4% Social Security Tax or the 2.9% Medicare Tax on this income are few tax benefits of selecting right tax structure.
Advanced Tax Planning Techniques
Income shifting: - In this technique we can transfer income from a high tax bracket member to low tax bracket member within family or business. Selling or gifting property and leasing it back is one of the popular techniques used for this.
Charitable Contribution: - Charitable donations made by passthrough entity is non-deductible business expense as per tax and will pass through to personal return of the pass-through owners and can claim deduction in their personal tax return. But C-corps can claim charitable contribution deduction up to 10% of taxable income. Alternatively, business owners can support their favourite charities through sponsorship opportunities and company gets exposure to potential clients and usually goodwill with all stakeholders for the charitable action. And can typically deduct the sponsorship as a marketing expense.
![Ready to optimize tax](data:image/png;base64,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)
Technology in Tax Planning
We are living in 2024 and in this era, technology is dominating everywhere. Using advanced technology and updated software ease the humans work by automated calculations, diagnosing errors in tax forms, and ensuring adherence to tax laws and regulations. Enhanced efficiency and productivity, accuracy and automated calculations, standardization of processes, etc are the major benefits of technology-based tax planning.
Avoiding Common Pitfalls
Business owners should be proactive and careful while doing strategic tax planning for the business. Common mistakes to avoid in tax plannings includes, planning tax savings at the end of the financial year, not keeping up with the latest tax laws and regulations, neglecting quarterly estimated tax payments, failure to keep accurate records, overlooking available tax credits and deductions or misinterpreting tax laws, etc.
Conclusion
Getting together with a tax advisor and creating a solid strategy for putting money back into your pocket rather than handing it over to the government is a good way to accomplish tax planning. Be proactive before starting, purchasing, expanding or selling a business, before purchase a new property, before starting a new real estate venture, before making any investments. Before is the key word here, means consult a tax advisor before taking any major decisions.