27 LIVE: Introduction
Ma/Mi/J/V/L 5–6pm from 7/12 (hora del Este de EE. UU.)
El curso de LIVE tiene un total de 20 horas de formación de video en vivo (~20/hora), más 1 año de acceso a los videos pregrabados del curso del Prof. Loh.
We’ve carefully designed our courses to maximize engagement. Each of our LIVE classrooms has a 1:13 staff to student ratio, with a maximum of 40 students.
* The official meeting time for this course is 1:00pm in New York.
Pruebas de diagnóstico:
Calendario
Las clases se darán en las fechas resaltadas. Haz clic en cualquier fecha para ver los temas del día.
Clave de color:
Lección de un tema nuevo
Analiza el examen asignado como tarea
Plan de estudios
Los 20 encuentros del curso se dividen en 16 lecciones (llamadas Día 1 hasta Día 16) y 4 horas para analizar los exámenes de tarea. Cada encuentro para analizar un examen es luego de 4 lecciones.
Día 1
Geometry: areas of plane figures; congruent triangles; Pythagorean Theorem
Día 2
Algebra; Geometry; Number Theory: area and volume of 3-D solids; prime numbers; prime factorization; systems of equations; transforming equations; square roots
Día 3
Combinatorics: permutations; exclusion; complementary counting
Día 4
Probability: counting; permutations; symmetry
Día 5
Logic; Algebra; Statistics: equations in one variable; arithmetic series; the substitution method; average; word problems
Día 6
Geometry: volume; similar figures; ratio and proportion; proportional lengths
Día 7
Number Theory: least common multiple; prime numbers; unique factorization
Día 8
Combinatorics: combinations; binomial coefficient identities; the multiplication principle
Día 9
Algebra: rate-time-distance problems; problem-solving using diagrams
Día 10
Geometry: circumference of a circle; irrational numbers; the distributive property; using equations to solve problems
Día 11
Probability: percents with applications; decimals; conditional probability; sets; total probability; equations in one variable
Día 12
Number Theory: word problems; parity; number of factors; prime factorization
Día 13
Geometry: angles of a polygon; sum of angles of a polygon; properties of parallel lines; interior and exterior angles;
Día 14
Algebra: reciprocals; sequences and series; factoring integers; least common denominator
Día 15
Combinatorics: counting; permutations; problem-solving using diagrams; linear recurrence relations; Fibonacci sequences
Día 16
Number Theory: Integers modulo m; square numbers; number sense techniques; variables
Co-Estrellas
ERIC ZHAN
National MATHCOUNTS competitor for Washington • 2022 USAJMO winner • Likes to swim
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MICHAEL BUDD
National MATHCOUNTS competitor for Illinois • 3-time AIME qualifier • Plays piano & basketball • Member of his HS student government
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