Assessment Strategies and Reasoning in Mathematics

The webinar, led by Danielle Riggs, covers the Louisiana 2025 mathematics constructed response task. It emphasizes the importance of accessible assessments aligned with the curriculum and standards. The session details the design and format of Type 2 and Type 3 tests, focusing on reasoning and modeling, respectively. It also provides an overview of assessment guides, evidence statements across grade levels, and specific focus on algebra and geometry. Resources and additional materials are available for educators to enhance their understanding and application of these assessments.

What is the primary goal of Louisiana's approach to assessments?

• To ensure assessments are accessible to all students.

• To make assessments challenging for students.

• To focus only on students in urban areas.

• To align assessments with national standards.

What is one of the main objectives of the webinar?

• To review the constructed response design and format.

• To provide entertainment for students.

• To introduce new math topics.

• To discuss the history of mathematics.

In Type 2 tests, what is the primary focus?

• Expressing mathematical reasoning.

• Solving complex equations.

• Drawing geometric shapes.

• Memorizing mathematical formulas.

What is the main type of reasoning assessed in Type 3 tests?

• Drawing diagrams.

• Memorizing facts.

• Solving multi-step contextual problems.

• Expressing opinions.

Where can the assessment guides be found?

• In the teacher's lounge.

• In the local bookstore.

• On the Louisiana Believes website.

• In the school library.

What do evidence statements help teachers understand?

• How to assess constructed response items.

• The history of mathematics.

• How to write a math textbook.

• The best teaching methods.

What remains consistent across grade levels in evidence statements?

• The type of numbers used.

• The reasoning required.

• The length of the tests.

• The number of questions.

What is a key feature of Type 3 evidence statements?

• They involve multi-step problems.

• They focus on memorization.

• They are only for high school students.

• They require drawing skills.

Why is geometry content fewer in evidence statements compared to algebra?

• Geometry is less important.

• Geometry concepts are more connected and deeper.

• Geometry is not part of the curriculum.

• Algebra is easier to understand.

Where can teachers find resources related to the webinar?

• On the teacher leader summit page.

• In the school cafeteria.

• In the principal's office.

• In the local library.