Which area is often taught as a model of deductive reasoning?
AMental arithmetic
BApplied statistics
CEuclidean geometry
DUnit measurement
Answer & Solution
Correct answer: C. Euclidean geometry
1. Euclidean geometry is taught as an axiomatic system.
2. It shows how theorems follow from axioms.
3. The other areas are not the usual models of deduction.
_Source: Wikipedia, "Mathematics_education" (rev ?), section "Objectives"_
Keep practising Mathematics Education
Browse all Mathematics Education questions for CTET, or explore more Mathematics Pedagogy topics.
Related questions
In proof by exhaustion, the conclusion is established by:Can a deductive argument with a false premise still be valid?A valid argument whose premises are all true is called:Euclid asks us to accept that any two points can be joined by:Which is a postulate of Euclidean geometry?Mathematical elegance includes simplicity, symmetry, completeness and:The validity of a theorem depends only on:Teachers with weak subject knowledge may struggle to: