Question

Draw the ∆ABC , where AB = 6cm, B= 110° and AC = 9cm and construct the centroid .

Answer 1

Answer:

∆ABC is constructed

Step-by-step explanation:

Step 1 : Draw a line segment AB = 6 cm using ruler

Step 2 : Draw an angle of 110° at B using Protector

Step 3 : Using compass & radius of 9 cm , take A as center point & cut the angle drawn at point C

Step 4 : Join AC & BC

∆ABC is constructed

Step 5 : Locate mid point of Two Sides

Step 6 join those mid point opposite vertex of triangle

Step 7 : intersection of these joing mid point with vertexes is Centroid of Triangle.

Answer 2

Answer:

Step 1: Draw a line segment AB = 6 cm with the help of a ruler.

Step 2: Construct an angle of 110 degrees at point B with the help of a protractor.

Step 3: Place a compass at point A, draw an arc 9 cm, and name it as 'C'.

Step 4: Join AC and BC.

Step 5: ABC is the required triangle.

Step 6: Place the compass at A and make an arch to find median line on AB similarly Place on B and intersect the previous arch and joint the line, at the point this median line intersects the AB join it to opposite vertex which is C here.

Step 7. Repeat this with BC and AC.

Step 8: the point where all the lines intersect name it as O.

This is the centroid in triangle ABC.

Learn more,

Centroid in triangle https://brainly.in/question/13465508