Involves the recall of specifics and universal, the recall of methods and processes, or the recall of a pattern, structure, or setting.

Refers to the 'use of abstractions in particular and concrete situations.'

Involves the 'putting together of elements and parts so as to for a whole.'

Engenders 'judgements about the value of material and methods for given purposes.'

It is finding a way around a difficulty, around an obstacle , and finding a solution to a problem that is unknown.

To have a grasp of fundamental mathematical ideas.

It involves drawing logical conclusions based on evidence or stated assumptions.

He defined mathematical problem solving as finding a way around a difficulty, around an obstacle, and finding a solution to a problem that is unknown.

It includes not only planning what students will learn, but how they will learn it.

Solo Taxonomy consists of five levels.

The levels in Solo Taxonomy are: Prestructural, Uni structural, Multi structural, Relational, and Extended Abstract.

Solo Taxonomy is primarily focused on assessing group collaboration skills.

In Solo Taxonomy, 'Multistructural' indicates a deep understanding of a concept.

Solo Taxonomy is only applicable to science subjects.

Marzano's Taxonomy is primarily focused on instructional strategies rather than student assessment.

The cognitive processes in Marzano's Taxonomy include Retrieval, Comprehension, Analysis, Knowledge Utilization, and Metacognitive System.

Multistructural understanding involves integrating information from multiple sources.

The five levels in Solo Taxonomy are: Prestructural, Unistructural, Multistructural, Relational, and Extended Abstract.

Unistructural understanding involves grasping one aspect or element of the topic.

In a constructivist approach to mathematics education, students are encouraged to discover mathematical concepts on their own.

Discovery learning in mathematics focuses solely on rote memorization of formulas and procedures.

Constructivism in mathematics education emphasizes the importance of active engagement and collaboration among students.

Discovery learning is a teacher-centered approach where the teacher provides step-by-step instructions for solving mathematical problems.

In a constructivist classroom, the teacher's role is mainly to transmit information to the students.

Discovery learning encourages students to explore multiple solution paths and strategies to solve mathematical problems.

Constructivism in mathematics education suggests that students should be assessed solely through traditional exams with predetermined questions.

Discovery learning can be implemented through activities that involve real-world problem-solving in mathematics.

Constructivist learning environments in mathematics often involve the use of manipulatives and hands-on activities.

Discovery learning in mathematics is rigid and does not allow for flexibility in exploring various mathematical concepts.

Concept Mapping and Mind Mapping

Peer Teaching

Flipped Classroom

Inquiry-Based Learning

Traditional Classroom Lecture

In constructivist learning theory, learners are ______ of the teachers.

It is the logical way in which mathematicians demonstrate that a statement is true.

SOLO Taxonomy stands for?

He is the fonder of Bloom's taxonomy.

Learning outcomes show unconnected information and no organization.

It provides a mathematical model that helps the decision makers arrive at the most logical choice, based on their preference.

Constructivist learning theory emphasizes that teachers build their own knowledge, rather than passively receive information.

There are _____ stages of understanding of SOLO Taxonomy.

He is Australian educational psychologist and novelist who developed the SOLO Taxonomy.

It is a methodical way to describe how learners' understanding progresses from simple to complex as they learn various tasks or subjects.

He is the father of taxonomy.

It is one of the success indicators.

Activities should allow students to compare pre-existing schema to the novel situation. What essential component teacher applied?

It includes not only planning what students will learn, but how they will learn it.

The following are the examples of constructivist classroom except ______.

Which essential components as constructivist that provide students with an opportunity to show themselves what they have learned?

Learning outcomes shows connection are made but significance to overall meaning is missing.

It is the ability to 'recognize and use connections among mathematical ideas, understand how mathematical ideas interconnect and build on one another to produce a coherent whole; recognize and apply mathematics in contexts outside of mathematics.'

Aligning your activities to your learning outcomes is optional. True False Maybe None of the above

It give students a safe zone to draw upon their own senses in relation to math and offer teachers the chance to gain insights into student understanding.

Which component is used by the teacher when assigning problems and activities to the students that will challenge them?

Teacher May, set objective that her students will use critical thinking skills in solving mathematical problems. She was lecturing only in her class. Do you think that lecturing is effective way for students to use their critical thinking skills?

To have a reasonable guess.

It is the intellectually disciplined process of actively and skillfully conceptualizing, applying, analyzing, synthesizing, and/or evaluating information gathered from, or as a guide to belief and action.

It is a mathematical statement that has not yet been rigorously proved.

The following are the activities that can use in eliciting prior knowledge EXCEPT one.

It is made up of three systems and the knowledge domain, all of which are important for thinking and learning.

The role of the educator in a constructivist lesson is ____.

What are the twin goals of Mathematics base on the K to 12 Curriculum Guide?

Activities designed or deployed by the teacher to bring about, or create conditions for learning.

How reciprocal teaching works?

Learners acquire knowledge by devising a solution to a problem.

The following are example of essential components of constructivist teaching EXCEPT one.

The following are examples of constructivist classroom activities EXCEPT one.

The purpose of assignment.