Welcome to the Nash Academy and the
world of Dog Grooming and Styling. Whether you are a newcomer to the
dog grooming and styling profession, a professional dog groomer and
stylist seeking new challenges or a dog fancier exploring dog grooming
as a hobby, The Nash Academy has courses and programs designed for
you.
The Nash Academy has assumed the leadership position in the
educational sector of the dog grooming and styling profession and
takes its role very seriously. Internationally recognized, The Nash
Academy is well known for its innovative approach to training and the
consistent success of its graduates. Since its inception in 1979, Nash
has assumed an everlasting commitment and responsibility to each
student and to the dog grooming and styling profession as a whole. The
Nash Team invites you to discover the Nash difference!
Dog grooming and styling is one of the most important professions in
the world. We take care of man's best friend. It is an intricate but
beautiful art form that has been practiced since the 1600’s. The
business of professional dog grooming in a salon, however, has been
practiced only since the 1930’s in this country and since the 1890’s
in England. In terms of a viable means of business, the grooming
profession is very young and is truly in its formative years. The
student mastering in the art of dog grooming and styling is entering a
profession that is expanding at a tremendous rate and offers endless
opportunities unavailable just a few short years ago.
The Nash Academy was designed with a dedication to the advancement of
the dog grooming profession and to the concept that graduates perform
in a compassionate, professional and skillful manner. Under the
direction of qualified instructors, students are taught the techniques
and skills necessary for competence in the dog grooming and styling
profession. Complemented by an innovative self study system, grooming
and styling techniques taught with professionalism and gentle handling
are the foundation for the Nash Curriculum.
Come learn more about the Nash difference! |
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