![How to Calculate Withholding Tax](data:image/jpeg;base64,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)
Bear in mind that less than 100 amount payment is not allowed and will result in an error. Submit all paper copies of W-2’s and any paper copies of 1099’s that have North Dakota state income tax withheld on them, along with the North Dakota Transmittal of Wage and Tax Statement. You can easily perform a paycheck checkup using the IRS’s tax withholding estimator.
![How to Calculate Withholding Tax](data:image/jpeg;base64,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)
This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post. Bench assumes no liability for actions taken in reliance upon the information contained herein. When it’s time to record payroll costs on your books, Bench can take care of that for you. Learn more about how we save small business owners hours of admin every month.
Get A Weekly Dose Of Helpful Tips To Better Manage Your Small Business Finances
The employer may elect to withhold tax from the nonresident employee before the sixty-day limitation has elapsed. People who itemize tend to do so because their deductions add up to more than the standard deduction, saving them money.
![How to Calculate Withholding Tax](data:image/jpeg;base64,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)
These provisions limiting your liability do not apply to debit transactions not processed by MasterCard or to unregistered cards. Availability of Refund Transfer funds varies by state. Funds will be applied to your selected method of disbursement once they are received from the state taxing authority.
Monthly Employees: Calculating Your State Withholding Tax
But at some point, you probably filled out a W-4 form to help your employer figure out how much taxes to withhold from each paycheck. You will still need to file your annual return, Form VA-6H, by Jan. 31 of the following year, along with copies of the W-2s issued to your employees. If you don’t anticipate hiring household employees in the future, you should request that your account be closed. Otherwise, you will need to file annual returns as long as the account remains open. You will still need to file your annual return, Form VA-6H, by Jan. 31.
- That’s where our paycheck calculator comes in.
- Whenever you need to check your records, you’ll have automatically generated pay stubs to review with all the essential information.
- If you run a small business without any employees, you’ll still have to remit payroll taxes—for yourself.
- We provide a wide-range of financial services including accounts payable, accounts receivable, cash handling and banking, and campus procurement cards.
- Some have specific requirements about the information that has to be included on the pay statement and when it must be delivered to employees.
The changes to the tax law could affect your withholding. A retention tax is any tax withheld from an employee’s paycheck by an employer for direct payment to a government tax authority. A withholding is the portion of an employee’s wages that is not included in their paycheck because it is sent to federal, state, and local tax authorities. This exemption is valid for a calendar year. The amount of income tax you contribute from each paycheck depends on several factors, including total annual earnings and your filing status. Available only at participating H&R Block offices.
Withholding Tax
The former editor of Consumer Reports, she is an expert in credit and debt, retirement planning, home ownership, employment issues, and insurance. She is a graduate of Bryn Mawr College (A.B., history) and has an MFA in creative nonfiction from Bennington College. Transferring funds from another bank account to your Emerald Card may not be available to all cardholders and other terms and conditions apply. There are limits on the total amount you can transfer and how often you can request transfers.
- If the new employee fails to complete Arizona Form A-4 within 5 days of hire, the employer must withhold Arizona income tax at the rate of 2.7% until the employee elects a different withholding rate.
- It contributes to funding for Social Security and federal unemployment programs as well as Medicare .
- If you adjust your withholding so you break even at tax time, you end up with more cash in your pocket throughout the year.
- You must report information on non-household employees under a separate withholding tax account for your business.
- Your W-4 impacts how much money you receive in every paycheck, your potential tax refund, and it can be changed anytime.
- The results from the calculator can help you figure out if you need to fill out a new Form W-4 for your employer.
Allowed to claim a tax credit against your Arizona tax for taxes paid to your state of residence on Arizona Form 140NR filed for the year. Withholding of Arizona state income tax from the commencement of employment is required for any resident employee physically working in the state of Arizona regardless of where the employer is based. Existing employees may change their withholding amount by completing Arizona Form A-4 to change their previous withholding amount or percentage. To elect an Arizona withholding percentage, an employee must completeArizona Form A-4, Arizona Withholding Percentage Election, and submit it to his/her employer. Employees may request to have an additional amount withheld by their employer. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site.
Credits & Deductions
The instructions for Form W-4 provides a worksheet to help you determine how many allowances to take. Be sure your employer is using the most recent version of Form W-4. The IRS provides worksheets to walk you through the process, which is basically like completing a pretend tax return. Now that you know your projected withholding, the next step is to estimate how much you’ll owe in taxes for this year. Ready to get your tax withholding back on track? Estimate your tax withholding with the new Form W-4P.
For more information about initiating ACH creditand set up with financial institutions, see our Electronic Payment Guide. The Minnesota Department of Revenue asks you to supply this information on the contact form to verify your identity. The information requested on the contact form is personal information that is classified as private data under Minnesota law. The department will use the information you provide to verify your identity prior to discussing any of your data with you and for any law administered by the department. The department cannot disclose your private data to another government entity or third party without your written consent, authorization by law, or court order. Some offer packages that include check signing and stuffing done on the employer’s behalf. Although paychecks and pay stubs are generally provided together, they are not one in the same.
Enrolled Agents do not provide legal representation; signed Power of Attorney required. Audit services constitute tax advice only. H&R Block prices https://www.bookstime.com/ are ultimately determined at the time of print or e-file. State e-file available within the program. Most state programs are available in January.
If You Changed Your Tax Withholding Mid
Employers withhold federal income tax from their workers’ pay based on current tax rates and Form W-4, Employee Withholding Certificates. Arizona residents who are working outside of Arizona may request that their employer withhold Arizona income taxes from their wages for work done outside of Arizona. If the out-of-state employer agrees to withhold Arizona income taxes from the employee’s out-of-state wages, the employee will complete Arizona Form A-4V and submit it to the employer. The amount withheld is applied to the employee’s Arizona income tax due when you file the Arizona income tax return. If the employee does not complete the form, the employer must withhold Arizona income tax at the rate of 2.7% until the employee elects a different withholding rate.
If these classes of taxpayers fall behind, they can become liable to backup withholding, which is a higher rate of tax withholding set at 24%. If too much tax is withheld, it results in a tax refund.
Understanding Paychecks: Withholdings And Deductions
Online AL, DC and TN do not support nonresident forms for state e-file. Software DE, HI, LA, ND and VT do not support part-year or nonresident forms. Completing Steps 2 – 4 means your withholding should more accurately reflect your tax liability. If you have an older W-4 on file with your employer and you’re happy with your previous refund amount, you won’t need to complete a new one just because the form changed.
Today’s digital landscape means limitless possibilities, and also complex security risks and threats. At ADP, security is integral to our products, our business processes and our infrastructure. Discover a wealth of knowledge to help you tackle payroll, HR and benefits, How to Calculate Withholding Tax and compliance. Focus on what matters most by outsourcing payroll and HR tasks, or join our PEO. You’ll report FUTA on Form Employer’s Annual Federal Unemployment Tax Return at the end of the financial year. Remember this tax is the sole responsibility of the employer.
A tax credit valued at $1,000, for instance, lowers your tax bill by $1,000. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services. We believe everyone should be able to make financial decisions with confidence. Subtract your Standard and Estimated deduction amounts from gross pay.
Fees apply if you have us file an amended return. The IRS allows taxpayers to amend returns from the previous three tax years to claim additional refunds to which they are entitled. Fees apply if you have us file a corrected or amended return. Also deducted from your paychecks are any pre-tax retirement contributions you make. These are contributions that you make before any taxes are withheld from your paycheck. The most common pre-tax contributions are for retirement accounts such as a 401 or 403. So if you elect to save 10% of your income in your company’s 401 plan, 10% of your pay will come out of each paycheck.
Find the wage amount on the left side of the table. Once you’ve identified the row, use the number of allowances the employee has reported on Form W-4 to locate the corresponding column. The cell where these two meet will give you the tentative withholding amount for this employee.
Since the W-4 is a planning tool, you can change the following entries in order to decrease your paycheck IRS withholding amount. You must report information on non-household employees under a separate withholding tax account for your business. EFormsallows you to file and pay tax returns using your bank account information.