What are the 4 strands of rigor?

What are the 4 strands of rigor?

Achieving rigor requires us to balance conceptual understanding, procedural skill and fluency, and real-world, problem-solving situations.

What are the three components of rigor?

Understand the three components of rigor: conceptual understanding, procedural skill and fluency and application.

What is the 3 components of rigor in math?

There are three components of rigor that will be expanded upon in this document, and each is equally important to student mastery: Conceptual Understanding, Procedural Skill and Fluency, and Application. Conceptual Understanding refers to understanding mathematical concepts, operations, and relations.

What are the main tenets of the curriculum principle in the NCTM Principles to action?

What are the main tenets of the Curriculum principle in the NCTM Principles to Action? The tenets of the Curriculum Principle include a coherent curriculum built around big ideas in daily classroom instruction.

What are the levels of rigor in education?

Academic rigor is commonly thought of in three different phases of the educational process. The first is setting the standard for students; the second is equipping students through instructional and supportive methods; the third is student demonstration of achievement.

What is application in rigor?

Application: The Standards call for students to use math flexibly for applications in problem-solving contexts. In content areas outside of math, particularly science, students are given the opportunity to use math to make meaning of and access content. Download All. Rigor Video.

What is mathematical rigor?

What is rigor in mathematics? Rigor doesn’t just mean “harder” or “more difficult.” Rigor in math teaching means focusing with equal intensity on students’ conceptual understanding, procedural fluency, and ability to apply what they know to real-world, problem-solving situations.

What strand of maths is money?

Key aspects of financial mathematics are included in the money and financial mathematics sub-strand of the Mathematics curriculum. Here, students learn about the nature, forms and value of money.