County of Kenedy Revenue
Government Administration • 
Sarita, Texas, United States • 11-20 Employees
$
County of Kenedy revenue & valuation
| Annual revenue | $1,197,770 |
| Revenue per employee | $86,000 |
| Estimated valuation?This valuation is estimated based on industry average for the Government Administration industry and current estimated revenues | $3,900,000 |
| Total funding | No funding |
Key Contact at County of Kenedy
Grace Salinas
Director Of County Operations/ Admin Assistant To County Judge
Company overview
| Headquarters | P.O. BOX 227, Sarita, Texas 78385, US |
| NAICS | 92 |
| Employees | 11-20 |
County of Kenedy Email Formats
County of Kenedy uses 5 email formats. The most common is {first name}.{last name}@company.com (e.g., john.doe@company.com), used 42.1% of the time.
| Format | Example | Percentage |
|---|---|---|
{first name}.{last name}@company.com | john.doe@company.com | 42.1% |
{first name}@company.com | john@company.com | 25.3% |
{first name initial}{last name}@company.com | {first name initial}doe@company.com | 14.8% |
{first name}{last name}@company.com | johndoe@company.com | 10.2% |
{last name}@company.com | doe@company.com | 7.6% |
Employees by Management Level
Total employees: 11-20
Seniority
Employees
Director
Employees by Department
County of Kenedy has 1 employees across 1 departments.
Departments
Number of employees
Funding Data
County of Kenedy has never raised funding before.
Australia
United Kingdom
Israel
Frequently asked questions
County of Kenedy is located in Sarita, Texas, US.
County of Kenedy generates an estimated annual revenue of $1,197,770. This revenue figure reflects the company's market position and business performance in its industry.
County of Kenedy has an estimated valuation of $3,900,000. This valuation is calculated based on industry-standard revenue multiples and reflects the company's growth potential and market positioning.
County of Kenedy has approximately 11-20 employees. The company continues to grow its workforce to support its business operations and expansion.
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