


Jovie of Katy and Bellaire formerly known College Sitters Email Formats
Individual and Family Services • Houston, Texas, United States • 1-10 Employees
Key Contact at Jovie of Katy and Bellaire formerly known College Sitters
Doina Berea
Franchise Owner
Company overview
| Headquarters | 3100 Timmons Ln, ste 311, Houston, Texas 77027, US |
| Phone number | +17133937760 |
| Website | |
| NAICS | 6241 |
| Keywords | Respite Care, Tutoring, Childcare, Babysitting, Nanny, Personal Assistant Services, Corporate Event Childcare |
| Founded | 2009 |
| Employees | 1-10 |
| Socials |
About Jovie of Katy and Bellaire formerly known College Sitters
We are the largest Nanny Employer in US. We offer Nanny, Babysitting and Corporate Events childcare. One stop shop for families with children. We are a HHCS Licensed Personal Assistance Services provider for Primary Home Care/ Family Care/ Community Attendant Services for people with disabilities and seniors.
Employees by Management Level
Total employees: 1-10
Seniority
Employees
Founder/Owner
Funding Data
Jovie of Katy and Bellaire formerly known College Sitters has never raised funding before.
Frequently asked questions
What is the address of Jovie of Katy and Bellaire formerly known College Sitters?
Jovie of Katy and Bellaire formerly known College Sitters is located in Houston, Texas, US.
What is the phone number of Jovie of Katy and Bellaire formerly known College Sitters?
You can reach Jovie of Katy and Bellaire formerly known College Sitters at +17133937760.
When was Jovie of Katy and Bellaire formerly known College Sitters founded?
Jovie of Katy and Bellaire formerly known College Sitters was founded in 2009, making it 17 years old. The company has established itself as a significant player in its industry over this time.
How many employees does Jovie of Katy and Bellaire formerly known College Sitters have?
Jovie of Katy and Bellaire formerly known College Sitters has approximately 1-10 employees. The company continues to grow its workforce to support its business operations and expansion.
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