G8 Math Quiz 2 - 22-23 (EVA Private)

The point of concurrent of the medians divides each median in the ratio ............... from the vertex.

If M is the point of intersection of the medians of $$\Delta ABC$$  , line AD is a median, then AD = .................

The point of intersection of the medians divides each median in the ratio 4 : ....... from the base.

In the given figure, BM = 6 cm, then ME = ......... cm

In $$\Delta ABC$$  , line AD is a median and M is the point intersection of the medians.

Then $$\left(AM\right)^2$$  = ........... $$\left(AD\right)^2$$  

If ABC is a right-angled triangle at B, AB = 6 cm, BC = 8 cm, then the length of the median drawn from B equals ......... cm.

In the opposite figure, BD = ......... cm

The number of medians in a triangle is .........

If line BD is a median in $$\Delta ABC$$  , BD = $$\frac{1}{2}$$  AC, then ...........

The number of axis of symmetry in an equilateral triangle equals .........