Alan King, CPA
Certified Public Accountant
King & Patel Bookkeeping & Tax
Office
8915 Hill StColumbus, NE 68549
Contact
- Phone(449) 546-7928
- Emailalanking@king-patel-bookkeeping-tax.example
- PTINP32992092
Profile
- Years of experience34 years
- Accepting new clientsYes
- Virtual meetingsIn-person only
- E-files returnsNo
- Fee range$$$
- LanguagesEnglish, Vietnamese
About Alan King, CPA
Alan King, CPA is a Certified Public Accountant serving clients in Columbus, Nebraska and the surrounding region. With 34 years of professional experience, the firm of King & Patel Bookkeeping & Tax handles a focused range of federal and state tax matters for individuals, families, and small businesses.
As a Certified Public Accountant licensed by the Nebraska Board of Accountancy, Alan King, CPA is authorized to prepare federal returns, e-file with the IRS, and assist clients with year-round tax planning. This credential also conveys unlimited representation rights before the IRS, meaning the preparer can advocate on a client’s behalf in audits, collection cases, and appeals.
Specialties
- Individual returns (Form 1040)
- IRS audit representation
- Truckers per diem
- Offer in compromise
Service area
Primary office in Columbus, NE (ZIP 68549). Federal returns can be prepared for clients anywhere in the United States; state-specific work focuses on Nebraska.
How to verify this preparer
Every preparer listed on TaxPrepFinder can be cross-checked against the IRS Return Preparer Office public directory using the PTIN shown above. The IRS provides a free Directory of Federal Tax Return Preparers with Credentials and Select Qualifications at irs.treasury.gov/rpo/rpo.jsf. Search by last name, ZIP code, or credential to confirm an active filing-season status.
For CPAs, the Nebraska Board of Accountancy maintains a public license-lookup tool. For tax attorneys, the Nebraska State Bar offers a similar member-search facility. Confirming credentials directly with the issuing authority is always recommended before engaging any preparer for a complex matter.