Euclidean geometry is taught as a model of what kind of thinking?
AMemorised drills
BPure guesswork
CDeductive reasoning
DMental arithmetic
Answer & Solution
Correct answer: C. Deductive reasoning
1. Euclidean geometry builds results from axioms.
2. So it serves as an axiomatic system and a model of deductive reasoning.
3. Guesswork, drill and mental sums do not describe this aim.
_Source: Wikipedia, Mathematics education, Objectives_
Keep practising Curriculum
Browse all Curriculum questions for CTET, or explore more Mathematics Pedagogy topics.
Related questions
Health numeracy is a component of which wider concept?Numeracy mostly affects which of these in adult life?Developmental dyscalculia is a persistent problem with what?Ratio, fractions, proportions and percentages belong to which numeracy level?Which of these is a fundamental numeracy skill?Children of which age have the best chance to absorb basic numeracy?Which two number sense systems do humans have from observation?Innumeracy was formed by analogy with which word?