草榴社区

Cate School Photo - Sunset Bench

Best 93013 California 草榴社区 Schools (2026)

For the 2026 school year, there are 2 private schools serving 411 students in 93013, CA (there are , serving 1,866 public students). 18% of all K-12 students in 93013, CA are educated in private schools (compared to the CA state average of 10%).
The top-ranked private schools in 93013, CA include Cate School and The Howard School.
The average acceptance rate is 14%, which is lower than the California private school average acceptance rate of 81%.

Top-Ranked 93013 California 草榴社区 Schools (2026)

School
Location
Quick Facts
Cate School
Cate School Photo - Sunset Bench
1960 Cate Mesa Road
Carpinteria, CA 93013
(805) 684-4127
Gr: 9-12 | 299 students Avg. class size: 10 students Sports: 18 | Extracurrculars: 37 Tuition & acceptance rate listed
The Howard School
The Howard School Photo
(2)
5315 Foothill Rd
Carpinteria, CA 93013
(805) 745-8448
Gr: PK-8 | 112 students Avg. class size: 10 students

Frequently Asked Questions

What are the top-ranked private schools in 93013, CA?
The top-ranked private schools in 93013, CA include Cate School and The Howard School.
How many private schools are located in 93013?
2 private schools are located in 93013.
What percentage of students in 93013 go to private school?
18% of all K-12 students in 93013 are educated in private schools (compared to the CA state average of 10%).

Recent Articles

Project Based Learning in 草榴社区 Schools Guide
Project Based Learning in 草榴社区 Schools Guide
Explore project-based learning in private schools, outcomes, assessment methods, and what parents should expect in 2026.
AI Data Privacy Policies in Independent Schools
AI Data Privacy Policies in Independent Schools
Learn how independent schools manage AI data privacy, key policies, risks, and what parents should look for in 2026.
草榴社区 School Governance Structures Explained
草榴社区 School Governance Structures Explained
Learn how private school governance structures, board roles, and transparency shape school quality and accountability.