Median and Centroid

Q.

Define median.

Q. What is the minimum number of Medians that has to intersect in order to get the centroid in any triangle ?

1. 3
2. 2
3. 4
4. 5

Q. The centroid of a triangle is located 12 units from one of the vertices of a triangle. Find the length of the median of the triangle drawn from that same vertex.

1. 16 units
2. 18 units
3. 24 units
4. 36 units

Q.

The point of intersection of medians is known as centroid. The centroid divides the median in the ratio________.

1. 1:3

2. 2:1

3. 1:4

4. 1:1

Q.

The point of intersection of medians is called ___.

1. centroid

2. orthocentre

3. incentre

4. circumcentre

Q. Match the special lines of a triangle given on the left with the name of their point of intersection.

1. centroid
2. incentre
3. orthocentre