MCQ
Mathematics Pedagogy MCQ - Practice Questions with Answers
Solve 9 Mathematics Pedagogy questions for RAS/RPSC preparation.
Practice questions
Q1Identify the assertion that best matches the inquiry approach to teaching primary mathematics:
Inquiry as a pedagogic tool puts the question in the child's hands. Children at the primary stage can run small investigations — counting steps in the corridor, recording temperatures across the week, sorting leaves by shape — and look for patterns. The teacher's role is to scaffold the question, not to deliver a lecture or demand step-following. Inquiry is for every child, including those who learn at different paces.
Q2Comparing two pedagogic approaches: Approach P drills 50 sums daily; Approach Q runs a 30-minute exploration with concrete material followed by 10 sums. Which approach better fits NCF 2005 spirit and why?
NCF 2005 places concept formation through experience above sum-volume. A 30-minute exploration with concrete material lets children build a model of the idea, talk about it and link it to symbols. Ten well-chosen sums afterwards check whether the model is in place. Approach P treats more drill as more learning, which the position paper specifically rejects.
Q3In Polya's four-step problem-solving model, the step that often gets the least attention from primary teachers is:
Polya names four steps for problem solving: understand, plan, carry out, look back. In primary classrooms the first three are usually attempted, but the looking-back step — where the child checks the answer, tries another way and records what was learned — is often skipped because the bell rings or because the answer alone is treated as enough. Pedagogy notes ask teachers to reserve time for this step.
Q4Which of the following best illustrates a learner-centred, activity-based approach for introducing fractions in Class IV?
A learner-centred activity puts the child's hands and senses on the concept. Folding paper strips lets a Class IV child see, feel and compare equal parts before any symbol is used. The activity creates the meaning of one-half, one-fourth and one-eighth from direct experience, and pair comparison adds peer talk — both NCF 2005 priorities for primary mathematics.
Q5A Class V learner solves 312 minus 178 by writing 312 - 178 = 246. The most useful first step for the teacher is to:
Asking the child to think aloud is the standard first step in error analysis. The error 312 - 178 = 246 is generated by an always-take-smaller-from-bigger digit rule that ignores borrowing. Listening to the child's steps reveals exactly where the rule was used and lets the teacher plan a regrouping demonstration. The other choices skip diagnosis or carry stigma.
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More questions
6A Class III learner writes 23 + 8 = 211. Which is the most likely error and the best teacher response?
7According to NCF 2005, the main aim of teaching mathematics at the primary stage is to:
8Which of the following is the strongest argument for using local materials such as pebbles, sticks, beans and bottle caps as TLM in primary mathematics classrooms?
9An assertion-and-reason item for primary mathematics pedagogy. Assertion: A teacher should treat each wrong answer as diagnostic information. Reason: Errors in primary mathematics often follow patterns that reveal a child's underlying misconception. Choose the best fit: