Bloom’s Taxonomy Math Question Stems

Creating a dialogue with the Math using Bloom’s higher level math questions!

Bloom’s Taxonomy is a classification of learning objectives within education proposed in 1956 by a committee of educators chaired by Benjamin Bloom who also edited the first volume of the standard text, Taxonomy of educational objectives: the classification of educational goals (referred to as simply “the Handbook” below). Although named for Bloom, the publication followed a series of conferences from 1949 to 1953, which were designed to improve communication between educators on the design of curricula and examinations.

It refers to a classification of the different objectives that educators set for students (learning objectives). Bloom’s Taxonomy divides educational objectives into three “domains”: Cognitive, Affective, and Psychomotor (sometimes loosely described as knowing/head, feeling/heart and doing/hands respectively). Within the domains, learning at the higher levels is dependent on having attained prerequisite knowledge and skills at lower levels. A goal of Bloom’s Taxonomy is to motivate educators to focus on all three domains, creating a more holistic form of education. source wiki http://en.wikipedia.org/wiki/Bloom%27s_Taxonomy

Bloom’s Taxonomy Questions Stems Math

  • Knowing questions focus on clarifying, recalling, naming, and listing
    • Which illustrates…?
    • .. in standard form….
    • What is the correct way to write the number of… in word form?
  • Organizing questions focus on arranging information, comparing similarities/differences, classifying, and sequencing
    • Which shows… in order from…?
    • What is the order…?
    • Which is the difference between a… and a…?
    • Which is the same as…?
    • .. as a…?
  • Applying questions focus on prior knowledge to solve a problem
    • What was the total…?
    • What is the value of…?
    • How many… would be needed for…?
    • Add/subtract….
  • Analyzing questions focus on examining parts, identifying attributes/relationships/patterns, and main idea
    • Which tells…?
    • If the pattern continues,….
    • Which could…?
    • What rule explains/completes… this pattern?
    • What is/are missing?
    • What is the best estimate for…?
    • Which shows…?
    • What is the effect of…?
  • Generating questions focus on producing new information, inferring, predicting, and elaborating with details
    • What number does… stand for?
    • What is the probability…?
    • What are the chances…?
    • What effect…?
  • Integrating questions focus on connecting/combining/summarizing information, and restructuring existing information to incorporate new information
    • How many different…?
    • What happens to… when…?
    • What is the significance of…?
    • How many different combinations…?
    • Find the number of…, …, and … in the figure below.
  • Evaluating questions focus on reasonableness and quality of ideas, criteria for making judgments, and confirming accuracy of claims
    • Which most accurately…?
    • Which is correct?
    • Which statement about… is true?
    • What are the chances…?
    • Which would best…?
    • Which would… the same…?
    • Which statement is sufficient to proven…?

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