Louisiana social and country clubs

There are 480social and country clubs in Louisiana. Combined, these Louisianiansocial and country clubsemploy 2,501 people, earn more than $158 million in revenue each year, and have assets of $291 million.

Types of social and country clubs in Louisiana

Nonprofit typeNumberRevenues
480
$157,537,588
83
$24,853,633
Showing 2 of 2categories

Social and country clubs by major Louisiana cities

Metro areaNonprofitsRevenues
167
$67,948,647
67
$10,827,396
62
$27,200,403
35
$22,745,246
26
$5,682,193
22
$8,475,828
21
$8,359,145
15
$617,074
11
$1,263,623
Showing 9 of 9metros

Job trends for Louisiana social and country clubs

Employees per organizationNumber of organizations
0
75
1-10
17
11-25
11
26-100
5
101 to 1,000
9
1,000+
0
Key takeaways for employment stats:

Sizes of social and country clubs in Louisiana

Revenues per organizationNumber of organizations
< $250k
93
$250k to $1M
47
$1M to $5M
19
$5M to $25M
9
$25M to $100M
0
$100M+
0
Key takeaways for revenue stats:

Directory of social and country clubs in Louisiana


Want more insights on social and country clubs in Louisiana?
There's a whole lot more to Cause IQ than what you see here. Additional filters, personnel information, peer benchmarking, Salesforce integration, vendor lists, etc. Access all the information your company needs in one place, already collected.
Schedule a demo
Over 200 customers use Cause IQ to grow, maintain, and serve their nonprofit clients.
Methodology: Cause IQ mines all tax-exempt organizations that file a Form 990, Form 990-EZ, or Form 990-PF with the IRS. We collect and aggregate this information from OCR'd paper taxreturns, XML e-file taxreturns, IRS-provided extract, the Business Master File, and Cause IQ secret sauce for data cleaning, categorization, classification, analytics, etc.
This category corresponds to the "N50: Recreational, Pleasure, or Social Club" National Taxonomy of Exempt Entities (NTEE) code. Cause IQ determines NTEEs for organizations by its own internally-developed secret-sauce algorithms.