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What type of construction is illustrated in the figure?

A
The bisection of ∠D

B
A line segment congruent to segment AB

C
An angle congruent to ∠D

D
The bisection of segment BD

What Type Of Construction Is Illustrated In The Figure A The Bisection Of D B A Line Segment Congruent To Segment AB C An Angle Congruent To D D The Bisection O class=

Sagot :

ogorwyne

Option A is correct. The type of construction that we have here is the bisection of the <D.

What is the bisection of an angle?

The bisection of angle can be defined to be the construction of a ray that would help to divide a particular angle into two equal halves.

In this diagram we can see that the angle here is at D. Hence the construction is aimed at dividing this particular angle into 2. Therefore the answer to the question is The bisection of ∠D.

The bisector does the job of creating an equal measure. The given bisector is known to have the midpoint of the segment. It cuts through this angle and creates two different angles that are of the same size.

If we draw the line in that shape, we will be having the division of that angle. From the explanation here, we can see the answer is the first option

Read more on the bisection of an angle here:

https://brainly.com/question/25770607

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