Our GEOS Languages PLUS Adult Language School in Montreal is currently working with many partners, helping to guarantee the availabilitiy of a variety of unpaid and paid internship positions in a large variety of industries such as IT, Design, Marketing, Trade, Administration, Tourism, and Hospitality to qualified candidates.

Possible job placement in Montreal's metro areas may include internship positions at hotels, restaurants, coffee shops, local resorts, retail shops, museums, tour companies, and more. These internship programs offer fun and exciting ways to live and work abroad.
Internship positions offered at resorts may include guest services, retail shops, housekeeping, food & beverage services, maintenance, front-desk clerk, receptionist, and more. Students can live and work at resorts for an entire season or two seasons and meet lots of people from other parts of the world while gaining valuable work experience.
GEOS Languages PLUS can also arrange for many different types of internships that may not be listed on our website. Please use the internship program information form to request your desired internship position.
Please Note: All required training will be provided at the place of employment. Staff housing for summer/winter resort-job placement is available at some resorts if employment starts at the beginning of the season, but may not be available if employment begins in the middle or at the end of the season.
See the following for more information on the types of internship programs offered through GEOS Languages PLUS.
Victoria is definitely perfect city for studying English. You don’t have to worry about entertainment that disturb you from studying English. I’ve learned many things not only English but also culture of Canada. Whenever I’m exhausted or not motivated, I’m encouraged from counseling with GEOS staff. [GEOS Victoria] helped me out to find job and make my resume. The business course that I took for 2mth was really helpful for my work experience. They can help students even about personal problem like...
Qualified proved by:
