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Ekaterina Yurasovskaya – PRIMUS, 2024
We describe a lecture-free problem-solving Mathematical Communication and Reasoning (MCR) course that helps students succeed in the Introduction to Advanced Mathematics course. The MCR course integrates elements from Uri Treisman's Emerging Scholars workshop model and Math Circles. In it students solve challenging problems and form a supportive…
Descriptors: Mathematics Education, College Mathematics, Introductory Courses, Required Courses
Schmidt, William H. – Education Policy Center at Michigan State University, 2009
This paper examines the effect of content coverage on mathematics achievement and studies its relationship to eighth grade tracking. Previous analyses have shown tracking to be quite prevalent at eighth grade unlike much of the rest of the world. The U.S. practices both between- and within-school tracking, leading to very different content…
Descriptors: Grade 8, Mathematics Achievement, Course Content, Course Objectives
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Sherman, Helene J.; Catapano, Susan – Educational Research Quarterly, 2011
After-school programs specifically designed to improve students' mathematics achievement in collaboration with classroom teachers' planning and in class daily instruction have been found to be successful in improving student learning (Hock, Pulvers, Deshler, & Schumaker, 2001). The purpose of this article is to describe the results of an…
Descriptors: Urban Schools, Elementary School Mathematics, School Activities, Mathematics Achievement
New York City Board of Education, Brooklyn, NY. Div. of Curriculum and Instruction. – 1988
This publication incorporates the topics and concepts of the New York State Education syllabi for mathematics from Pre-K through 12. The first section, "K-8 Mathematics Scope and Sequence," lists the New York City (NYC) mathematics performance objectives for grade levels K-8 sequentially by mathematical topic. The objectives for each module are…
Descriptors: Calculators, Computer Uses in Education, Course Objectives, Elementary Education