Watson Plumbing Services Llc is a Texas Limited Liability Company with communication address of 304 W Avenue I, Nolanville, TX. Watson Plumbing Services Llc is registered for Texas Franchise Tax and its taxpayer number is 32062801835. SoS/CoA code is a unique identification number assigned to business entities for Texas franchise tax records. Watson Plumbing Services Llc has a Secretary of State (SOS) File Number of 0802643207.
Company became liable for franchise tax on 06 Feb, 2017 and business was chartered by Texas SoS/CoA on 06 Feb, 2017. Watson Plumbing Services Llc is also registered for Texas Sales Tax and have 1 sales outlets and its sales tax payer number is 32062801835.
Texas Franchise Tax Details:
Watson Plumbing Services Llc is a Texas Limited Liability Company situated in Nolanville, TX in the county of Bell (14). Find information like taxpayer id, complete address and contact details for Watson Plumbing Services Llc below.
Company Name
Watson Plumbing Services Llc
Tax Payer Identification Number
32062801835
Address
304 W Avenue I
City
Nolanville, TX - 76559
County
Bell (14)
Organization Type
Texas Limited Liability Company (CL)
Business Type:
Watson Plumbing Services Llc is a registered franchise and its Secretary of State (SOS) File Number is 0802643207. Watson Plumbing Services Llc was started on 06 Feb, 2017 and the status was last changed on 06 Feb, 2017. Watson Plumbing Services Llc's current 'Right to Transact Business' is Active.
Record Type Code
Secretary of State (SOS) File Number
Responsibility Beginning Date
06 Feb, 2017
SOS/COA
0802643207
SOS Charter Date
06 Feb, 2017
SOS Status Date
06 Feb, 2017
SOS Status Code
Active
Right to Transact Business
Active
Outlet Profile:
Watson Plumbing Services Llc is registered for sales tax as it has 1 sales outlets. Sales Tax Number for Watson Plumbing Services Llc is 32062801835. Find out the location of these 1 sales outlets below:
Name
Important information
Watson Plumbing Services Llc 19 E Bell Ave, Rogers, TX - 76569 Bell (014) Location: Inside City Limits