Roto-Rooter Plumbing & Drain in Worcester, MA, 01604 - Plumbers and Plumbing Contractors
Business Name : Roto-Rooter Plumbing & Drain
Address : business-address
Phone Number : (508) 752-0980
Website : rotorooter.com
Category : Plumbers and Plumbing Contractors
Year founder : 2000
Location type : Branch
Annual Revenue (In Thousands) : $1.000.000 to $2.499.999
SIC : 1711
NAICS : 2382202
Industry : Construction
Since the initial Roto-Rooter Plumbing & Drain was founded in 2000, the company has been able to maintain a set of core values that are founded on performing quality work at honest cost. Nearly fifty years ago the first Roto-Rooter Plumbing & Drain company still serves Worcester, MA homes and businesses. It's still privately-owned and operated with strong ties to Worcester, MA.
That local connection has never been lost on us. Today we are Roto-Rooter Plumbing & Drain is a large group of independently-owned and operated plumbing businesses which share a set of values and the belief that they can provide excellent customer service. Although we have hundreds of locations in the United States, each one of us is deeply involved and invested in the communities they serve. Because they're our communities, too. We've also learned that excellent service naturally comes when you're truly interested in your clients.
Plumbing emergencies can be a real headache. We don't want to have to deal with a rude customer service representative or repairman. We can provide a warm voice, a courteous call, and a simple process. We are committed to responding quickly to your needs. We schedule the service as quickly as we can to solve your problem.
Plumbers will treat your house with the same respect you'd like to receive. We clean our feet with our own mats, wear shoes covers prior to entering your home, and we'll offer you an honest assessment of your plumbing situation and what it will cost to handle it. Our charges are fixed-price and in advance, meaning you don't need to worry about the possibility of increasing prices as the work gets more complicated.