Bennington College · USA

Bachelor's in Science & Mathematics

Campus Bachelor Full Time

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Delivery

Campus

Study mode

Full Time

Level

Bachelor

Starts

Fall, Spring

Introduction

Science & Mathematics is a Bachelor program taught at Bennington College, USA. Intake: Fall, Spring. The program is offered in campus-based modes with full-time (4 years) options.

Science & Mathematics at Bennington College invites students to study astronomy, biology, chemistry, earth sciences, mathematics, computer science, and physics through focused academic questions. Students work in small seminars and in well-equipped facilities and labs, exploring how researchers, scientists, programmers, and mathematicians approach problems in different ways.

Students learn to do science by posing questions and figuring out how to address them from the time they arrive on campus. From the first year, they design and execute original research projects and work alongside faculty on their research. Students also design the content, structure, and sequence of their study and practice through their Plan, with resources inside and outside the classroom.

Course delivery includes opportunities such as observing the night skies through a computer-controlled telescope at the Stickney Observatory and gaining lab and field experience through a Field Work Term with collaborations. Faculty conduct research on campus and invite students to join their work in disciplines including biology, chemistry, physics, astronomy, computer science, and mathematics.

Modules

Biology
Chemistry
Computer Science
Earth Science
Mathematics
Physics & Astronomy

Admission Requirements

The minimum requirements for admission in Science & Mathematics at Bennington College for all applicants (Domestic or International) are:

program specific academic requirment set by Bennington College.
English Language OR any other language requirments as set by Bennington College as pre-requiste for admission in Science & Mathematics.

Note: Please check the university website in the link below.