Insurance agencies in Glenpool, Oklahoma
11 businesses with estimated revenue, EBITDA and value, from public records. The typical one brings in about $815K a year with roughly $314K of EBITDA.
Businesses
11
Typical revenue
$815K
Typical EBITDA
$314K
Typical value
$1.1M
about 3.6× EBITDA
Combined revenue
$8.4M
Likely to sell
0
How big they are
Under $1M10
$1–5M1
$5–25M0
$25M+0
By estimated annual revenue.
What insurance agencies businesses are worth in Glenpool, Oklahoma
- What is a insurance agencies business worth in Glenpool, Oklahoma?
- A typical insurance agencies business in Glenpool, Oklahoma is worth about $1.1M, roughly 3.6× its yearly EBITDA. Smaller owner-run companies sell for 2–3× EBITDA; larger ones with $5M+ of EBITDA often sell for 6× or more.
- How much revenue does a insurance agencies business make in Glenpool, Oklahoma?
- The typical one brings in about $815K a year, with an EBITDA margin around 38%.
- How many insurance agencies businesses are there in Glenpool, Oklahoma?
- SeeBITDA lists 11, with a combined estimated revenue of $8.4M.
- What is the largest insurance agencies business in Glenpool, Oklahoma?
- By estimated revenue, Marvin Manns Insurance and Financial Services, Inc, at about $1.5M a year.
Own one? Estimate what your business is worth.
Largest insurance agencies businesses in Glenpool
| # | Business | Est. revenue |
|---|---|---|
| 1 | Marvin Manns Insurance and Financial Services, Inc | $1.5M |
| 2 | Kirk Towe Farmers Insurance Agency | $815K |
| 3 | Marvin Manns - State Farm Insurance | $815K |
| 4 | Rice Insurance | $815K |
| 5 | Bond Farmers Agency | $815K |
| 6 | Marvin Manns - State Farm Insurance Agent | $815K |
| 7 | Greg Wilson Agency | $815K |
| 8 | The Insurance Crew LLC | $778K |
| 9 | Chris Freeman Insurance Agency | $685K |
| 10 | Wesley Fallis Insurance Agency LLC | $466K |
| 11 | Advanced Retirement Services LLC | $156K |
Figures are estimates from public data (SBA loan records, Census and IRS industry statistics, and other public filings), not reported financials. How estimates work.