Who Wants to be a Millionaire Mathematician? Dive into the weird, wonderful world of number theory, this summer! This course
will introduce students to the study of prime numbers, divisibility and modular arithmetic in a fun and collaborative environment. Together, we will investigate how number theory can be applied to algebra, geometry, and computer science through guided explorations, ruler-and-compass constructions, and simple proofs. We will learn about how prime numbers are used to keep our personal data safe online and how computers
“think” in ones and zeroes. We will also explore what makes math an exact science and take a glimpse into collegiate mathematics. At the end of the course, we will talk about some of the important unsolved problems in mathematics and why solving one equation can earn you one million dollars. Join us as we discover how to become millionaire mathematicians!
Course topics: Division algorithms, remainders, prime numbers, greatest common factors, modular arithmetic, the decimal system, non-base 10 number systems, subsets of the real numbers, elementary cryptology, elementary proof techniques.
By participating in this course students will
- Gain a deeper understanding of arithmetic operations
- Build skills in algebra and geometry
- Get an early look at the foundations of college mathematics
- Develop abstract reasoning and improve critical thinking
- Become familiar with formal logical deduction
- Broaden their understanding of applications of mathematics in everyday life
LUNCH: Students staying for full day or for both morning and afternoon sessions can bring or buy their lunch. All students will eat lunch on Campus in The Commons, a small food court.
Digital Credentials are linked directly to a students emails and cannot be assigned to a parents email. For your student to receive their digital credential please add your student’s email at registration
