Answer:
The angle that us congruent to angle 6 is angle 2 and angle 3.
Adjust the compass to width AC/AB and with the compass at B/C, mark an arc across the circle to be the next vertex of the hexagon.
Step-by-step explanation:
The steps in constructing a regular hexagon inscribed in a circle are:
- Marking a point on the circle to be the first vertex of the hexagon
- Place compass on the point and adjust it to the center of the circle
- Mark an arc across the circle to be the next vertex of the hexagon
- Move the compass to this new vertex and mark another arc for the next vertex of the hexagon
- Repeat this step to achieve all 6 vertices
- Using a straight edge draw a line between each point and the next one on the circle
- The result is an inscribed hexagon in a circle
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Constructing a hexagon inscribed in a circle: brainly.com/question/11833289
Keywords ; regular, hexagon, construct,
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Answer:
I only know the answer to part A. The triangles ARE similar and they ARE congruent.
Step-by-step explanation:
The big triangle has 75° and 60°.
The little triangle has 75° and 45°
75°+60°+45° = 180°
45° is the missing interior angle for the big triangle.
75°+45°+60° = 180°
60° is the missing interior angle for the little triangle.
Answer: y – 1 = -2 (x – 3)
Step-by-step explanation:
A point slope form of equation has a general form of:
y – y1 = m (x – x1)
From the given data, the variables are:
y1 = 1
m = -2
x1 = 3
