West Valley Mission Community College District Office

Saratoga, California

Overview

Address14000 Fruitvale Ave
School Websitewestvalley.edu
School TypeAdministrative Unit

Large

StatusPublic
Level of StudyUndergraduate

West Valley Mission Community College District Office is a administrative unit college based in Saratoga, California that offers undergraduate programs to its students. The highest level of offerings is at least 2, but less than 4 academic yrs.

In the 2019 academic year, the in-state tuition for enrolling in West Valley Mission Community College District Office was $NaN. This number excludes room and board. The school does provide on-campus housing, which you may want to factor into your cost analysis when planning to attend West Valley Mission Community College District Office.

Annual Cost to Attend

Average Federal Aid$
Percentage Awarded Federal Aid%

Cost is a crucial factor to consider when deciding what college to attend. At West Valley Mission Community College District Office, the tuition for in-state residents is $NaN. Combined with fees of $NaN, .

Out-of-state residents can expect to pay more. While the costs for room, board, and other expenses are the same, out-of-state tuition is significantly higher. Out-of-state students must pay $NaN in tuition.

West Valley Mission Community College District Office Undergraduate Population

Full-Time Undergrad Enrollment
Part-Time Undergrad Enrollment
Student-to-Faculty Rationull:1

Student composition is an important deciding factor for most students applying to West Valley Mission Community College District Office.

West Valley Mission Community College District Office has a good gender split, with undefined% of undergraduates being female and NaN% of undergraduates being male.

At the school, most students are out-of-state residents; in fact, undefined% of all students reside out-of-state. However, undefined% of students come from in-state .

The student to faculty ratio at West Valley Mission Community College District Office is undefined:1. This means that for every undefined there is one member of faculty at the school.

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