Draw any triangle ABC and let D be the mid point of AB Using ruler &compass draw the line throughD parallel to BC to meet AC in E measure DE,AE &EC Do you find that AE EC ,and DE =½BC
Answers
Answer:
To draw a triangle ABC using a ruler and compass, use the compass to remove the three sides of the triangle by setting the compass to the desired length and drawing arcs on the paper that intersect to form the corners.
Step-by-step explanation:
Next, using the ruler, connect the three points of intersection to form a triangle.
To construct the midpoint D of side AB, set the compass to the length of AB/2 and place the point of the compass at point A. Swing an arc intersecting AB, then use the straight edge to bisect the segment by connecting the two points of intersection to get the midpoint D.
Draw a line through D parallel to BC and extend it till it meets AC at point E.
Now measure the length of DE, AE, and EC. You will find that DE is half BC's size, and AE and EC are also half of BC's length. This is because, in a triangle, the midpoint of any side divides the side into two equal parts, and the line parallel to the other side of the triangle will bisect the opposite side of the triangle.
To learn more about triangles, click on the link below.
https://brainly.in/question/17424774
To learn more about length, click on the link below.
https://brainly.in/question/6736973
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