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)
Combine M&M’s Federally Licensed
Enrolled Agents with 10,000+ hours of dedicated Tax Resolution and Relief training, and
you have an Expert handling your case. We’ve developed our Tax Resolution and Relief Systems over the past 2 decades to ensure our clients get consistent, quality results.
M&M’s Enrolled Agents are federally licensedby the US Treasury. Each has demonstrated expertise in taxation by passing a 3-part taxation exam covering –
- Individuals,
- Businesses,
- Representation, Practices and Procedures
The Enrolled Agent license is the highest credential the IRS awards. It affords M&M unlimited rights to represent our clients before the IRS.
Each Enrolled Agent at M&M is required to take
72 hours of continuing education every 3 years (24 hours each year). Those of us that are members of the National Association of Enrolled Agents (NAEA) are required to take 30 continuing education credits each year. That’s 6 hours per year above and beyond federal requirements.
In addition, we must abide by the
Department of Treasury’s Circular 230 – Regulations Governing Practice before the Internal Revenue Service. And each Enrolled Agent takes a minimum of 2 Ethics education hours each year.
We take Ethics seriously. M&M has earned the following honors.
- A+ BBB Rating since 2005
- 13 BBB Complaint Free Awards since becoming eligible in 2006
- 2015 BBB Torch Award for Marketplace Ethics
- 4.3 Star Rating on Google (as of 01/24/2024)