Question

Match the pairs:


Column ‘A’

1) Perpendicular

bisectors of the sides

of a triangle

2) Angle bisectors of a

triangle.

3) Medians of a triangle
4) Altitude of a triangle

Column ‘B’

i) Orthocentre
ii) Circumcentre
iii) In centre
iv) Centroid​

Answer 1

Answer:

it is easy

Step-by-step explanation:

1) ii

2)iv

3)iii

4)i

Answer 2

Answer:

ii , iii , iv, i

Explanation :

                     Column A                                           Column B

     1) Perpendicular  bisectors of                       ii) Circumcenter

         the sides  of a triangle

     2) Angle bisectors of a  triangle                   iii) In center

     3) Medians of a triangle                               iv) Centroid​

     4) Altitude of a triangle                                i) Orthocenter      

• The circumcenter is the point where the circumcircle of a triangle intersects. The junction of the perpendicular bisectors is where you'll find it.
• The in center of the inscribed circle is the single place where the three bisectors of the internal angles of a triangle intersect.
• The centroid is the object's center point. The centroid of a triangle is the place where the three medians of the triangle intersex
• The point of intersection of altitudes drawn perpendicular from the vertex to the opposing sides of a triangle is known as an orthocenter.