Answer:(D) A regular hexagon inscribed in a circle
Step-by-step explanation:
Since here the length of arcs FAD, EAC DAB, and CAG from the points E, point D, point C and Point B respectively have the same measurement. (Shown in given diagram)
Therefore, All chords of circle A that are FE, ED, DC, CB, BG, and GF have the same length.
Therefore here we get a figure which having 6 edges and inscribed in the circle A.
Which is a regular hexagon BCDEFG.
Therefore, Option D) is correct.
First of all you have to find the missing measurements. The actual measurements for the angles in the hexagon are not given, but they give you an expression. You have to solve for x first so that you can plug it in and find the angle measurement. You have to equal the two sides that are given to you like this: 20x+48=33x+9. You solve for x and then plug it into each angle measurement. This should give you 108. Since it is a regular hexagon all of the sides are equal. If you look at the angle at the top of the hexagon you'll see two triangles and the angle. Since it lies on a straight line, it is all equal to 180. You already have the angle measurement of the hexagon and are missing the triangles. So 180-108=72. 72 is the missing part of the angle. You divide this by 2 in order to find each triangle angle measurements. the answer is 36 degrees.
Answer:
true
Step-by-step explanation:
-4(-3) + 6 > 15
12+6 > 15
18 > 15
The answer would be 23w-27x
Answer:
so the measure of both angle is 24°
Step-by-step explanation:
original angle = 48°
so since its bisected the both angles are equal and let the angles be x
so,
x + x = 48°
2x = 48°
x = 48°/2
so, x = 24°
