We are always looking for great instructors/tutors. If you would like to work with us, please fill out the form below. Name(Required) Email Address(Required) Are you over the age of 18 AND eligible to work in the United States of America? (Teaching positions are open only to those over 18.) If you are officially hired, please email all requested paperwork and documents to [email protected] no later than one week before the start of the camp.(Required) Yes No Which of the following best describes your current educational status/professional involvement?(Required)High school graduate, not enrolled in a post-secondary institutionUndergraduate, 1st yearUndergraduate, 2nd yearUndergraduate, 3rd yearUndergraduate, 4th yearCollege graduate, not enrolled in graduate schoolGraduate studentPostdoctoral fellowK-12 educatorUniversity professorOtherWhich post-secondary/graduate instutition do you currently attend? What is the name of your alma mater? Which of the following best describes your involvement in teaching competition math? Select all that apply. Tutor Math club organizer Competition math coach Staff member of a competition math organization (e.g. MATHCOUNTS, AMC/AIME) Former/current math camp instructor Former/current math camp curriculum designer Other (please specify) Please specify your involvement in teaching competition math. Please briefly describe your experience with math competitions, including any relevant background, scores, etc. If none, you may leave this question blank.Please briefly describe any relevant teaching/mentoring experience you have, including, if possible, specific material taught.Which of the following courses have you taken, and feel comfortable with to the extent that you are capable of teaching at least some of the material in them? Select all that apply. Pre-algebra (e.g. fractions, percentages, decimals, word problems) Algebra 1 (e.g. linear equations, systems of equations, polynomials, functions and relations) Geometry (e.g. congruence and similarity, two-column proofs) Algebra 2 (e.g. conic sections, logarithms, matrices) Pre-calculus (e.g. trigonometry, complex numbers, polar coordinates, vectors) Differential calculus Integral calculus Multi-variable calculus Ordinary differential equations Partial differential equations Linear algebra Real analysis Complex analysis Numerical analysis Functional analysis Group, ring, and field theory Logic and set theory Combinatorics Number theory Topology Contest math seminar