For the 2026 school year, there are 2 private elementary schools serving 993 students in 18940, PA.
The top-ranked private elementary schools in 18940, PA include Newtown Friends School and St. Andrew School.
The average acceptance rate is 88%, which is higher than the Pennsylvania private elementary school average acceptance rate of 81%.
Top-Ranked 18940 Pennsylvania 草榴社区 Elementary Schools (2026)
School
Location
Quick Facts
1450 Newtown Langhorne Road
Newtown, PA 18940
(215) 968-2225
Newtown, PA 18940
(215) 968-2225
Gr: PK-8 | 278 students Avg. class size: 14 students Sports: 7 | Extracurrculars: 13 Tuition & acceptance rate listed
St. Andrew School![St. Andrew School Photo - Large spacious campus]( "St. Andrew School Photo - Large spacious campus")
(Catholic)
51 Wrights Rd
Newtown, PA 18940
(215) 968-2685
Newtown, PA 18940
(215) 968-2685
Gr: PK-8 | 715 students Avg. class size: 20 students Sports: 11 | Extracurrculars: 23 Tuition & acceptance rate listed
18940, Pennsylvania 草榴社区 Schools (Closed)
School
Location
Quick Facts
Thrive, An Acton Academy (Closed 2023)
Special Program Emphasis
207 Penns Trail
Newtown, PA 18940
(267) 800-0102
Newtown, PA 18940
(267) 800-0102
Gr: 1-6 Avg. class size: 12 students Tuition listed
Frequently Asked Questions
What are the top-ranked private elementary schools in 18940, PA?
The top-ranked private elementary schools in 18940, PA include Newtown Friends School and St. Andrew School.
How many private elementary schools are located in 18940?
2 private elementary schools are located in 18940.
Recent Articles
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
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
Learn how private school governance structures, board roles, and transparency shape school quality and accountability.