alleryThe centroid divides each triangle median from vertex to base in ratio:
A1:1 ratio
B3:1 ratio
C2:1 ratio
D3:2 ratio
Answer & Solution
Correct answer: C. 2:1 ratio
The centroid always divides every median in a 2 to 1 ratio from vertex to midpoint.
Keep practising Geometry: triangles (congruency, mid-point theorem)
Browse all Geometry: triangles (congruency, mid-point theorem) questions for ICSE Class 9, or explore more Mathematics topics.
Related questions
Match each special point of concurrency in triangles with its definition:Match each triangle inequality theorem with its rule:Match each geometric theorem on triangles with its conclusion:Match each triangle congruence criterion with its conditions:Taking one exterior angle at each triangle vertex, their sum is:An exterior angle of a triangle equals the sum of the two:That triangle angles sum to 180° is logically equivalent to the:The interior angles of any triangle in Euclidean plane always add up to: