Yes; The construction demonstrates how to bisect an angle correctly using technology because Circles D & E have the same radius
<h3>How to properly bisect an angle?</h3>
In construction of angles and lines, bisection means dividing either a given angle or line segment into two equal parts. This means after the construction, the two parts must have equal measure.
The steps to bisect a line segment are as follows;
1. Draw the required length of the line segment AB.
2. With point A and radius of the compass greater than half of AB, describe arcs above and below the segment.
3. With the same radius as in step 2 and point B, describe two arcs above and below the segment. These would intersect that of step 2 at C and D.
4. Join the points of intersection of the arcs with a straight line CD.
Now, in this given question with the circle, we can see that line AG is the line that bisects the angle EAD.
Now, we see that circles C and D have the same radius and as such the construction demonstrated is correct for that very reason.
Read more about bisecting an angle at; brainly.com/question/12028523
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Composite numbers are numbers that aren't prime. Prime numbers are numbers that have only 2 factors; 1 and itself. Composite numbers have more than 2 factors (2+ pairs).
13 = 1 • 13. 13 is prime, not composite.
39 = 1 • 39, 3 • 13. 39 is composite.
Although we've found our composite number, let's keep searching (just in case).
PENDING NUMBERS: 39.
91 = 1 • 91, 7 • 13. 91 is a composite number.
139 = 1 • 139. 139 is prime.
Your two composite numbers are 39 & 91.
I hope this helps!
The answer is one in six because there's six sides and only one four on the die
Answer:
x=13
Step-by-step explanation:
6:(x+2)=2:5
6/x+2=2/5
cross multiply
2(x+2)=6×5
open the bracket
2x+4=30
2x=30-4
2x=26
divide by 2
2x/2=26/2
x=13
Answer:
the answer is -43. Hope this helps! :)