Haynes Plumbing in Farmington, UT, 84025 - Plumbers and Plumbing Contractors

Business Name : Haynes Plumbing
Address : business-address
Phone Number : (801) 447-2859
Website : haynesplumbingut.com
Category : Plumbers and Plumbing Contractors
Year founder : 2000
Location type : Single Location
Annual Revenue (In Thousands) : $100.000 to $499.999
SIC : 1711
NAICS : 2382202
Industry : Construction
 

In 2000, Haynes Plumbing is a company with one goal: to provide the plumbing service of the future: done efficiently, accurately and at a reasonable cost. The founder of Haynes Plumbing is an expert plumber with a license of more than 40 years. He has passed on his vast experience with his incredible team of professionals in less than 20 years.

For many building owners and property managers, plumbing is very difficult. They're given lengthy appointment times and forced to wait in line for subpar services. Then they ask for repairs. We're different. We're unique. Our experience has taught us what other people do not do and how we could do to improve.

Haynes Plumbing assures plumbers that they are always:

  • Prompt
  • Licenseed
  • Uniform
  • Your home must be spotless and well-maintained

Are plumbing problems limited to the hours of Monday to Friday, between 9 and 5? No! Haynes Plumbing provides 24/7 emergency service. We'll dispatch a technician to your location as swiftly as possible, regardless of the time of day, whether it's a holiday, weekend, or late at night. Professionalism is a top concern at Haynes Plumbing. Our plumbers are licensed, insured and bonded. You can be sure that the plumber who arrives at your home to solve the issue is experienced and is aware of what he's doing. You don't have the luxury of relying on us. Haynes Plumbing is an accredited business with the Better Business Bureau. It also has a good rating in various national directories including Yelp or Angie's List. Haynes Plumbing is ready to give you exceptional service every when you call. We can solve any plumbing question, issue, or problem.



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