


All Angles Roofing Revenue
Construction • Burgess Hill, England, United Kingdom • 1-10 Employees
$
All Angles Roofing revenue & valuation
| Annual revenue | $427,775 |
| Revenue per employee | $86,000 |
| Estimated valuation?This valuation is estimated based on industry average for the Construction industry and current estimated revenues | $1,400,000 |
| Total funding | No funding |
Key Contact at All Angles Roofing
Michael Baulu
Director
Company overview
| Headquarters | 32 POVEYS CLOSE, Burgess Hill, West Sussex RH15 9TB, GB |
| Phone number | +441444810136 |
| Website | |
| NAICS | 23 |
| SIC | 176 |
| Founded | 2014 |
| Employees | 1-10 |
| Socials |
About All Angles Roofing
We are professional, affordable roofing contractors based in Sussex, specialising in all aspects of domestic & commercial roofing. Call us on 07769728182
Employees by Management Level
Total employees: 1-10
Seniority
Employees
Director
Funding Data
All Angles Roofing has never raised funding before.
Frequently asked questions
What is the address of All Angles Roofing?
All Angles Roofing is located in Burgess Hill, England, GB.
What is the phone number of All Angles Roofing?
You can reach All Angles Roofing at +441444810136.
What are the revenues of All Angles Roofing?
All Angles Roofing generates an estimated annual revenue of $427,775. This revenue figure reflects the company's market position and business performance in its industry.
What is the valuation of All Angles Roofing?
All Angles Roofing has an estimated valuation of $1,400,000. This valuation is calculated based on industry-standard revenue multiples and reflects the company's growth potential and market positioning.
When was All Angles Roofing founded?
All Angles Roofing was founded in 2014, making it 12 years old. The company has established itself as a significant player in its industry over this time.
How many employees does All Angles Roofing have?
All Angles Roofing has approximately 1-10 employees. The company continues to grow its workforce to support its business operations and expansion.
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