Question

Draw a right angled Δ XYZ. Draw its medians and show their point of concurrence by G.

Answer 1

Steps:
1) XYZ is a triangle right angled at Y where A, B and C are mid-points of XZ, YZ & XY respectively.

2) Point of Intersection of Medians YA, BX and ZC is G : which is centeroid OF triangle XYZ.

Point of concurrence of medians is G.

Answer 2

Draw ∆XYZ ,

Here , I am taking <Y = 90° ,

XY = 6 cm ,

YZ = 8 cm ,

XZ = 10 cm

D , E and F are medians of YZ , ZX and XY

respectively.

These three medians are concurrent .

Concurrent point is ' G '.

I hope this helps you.

: )