Is hexagon FGHIJK congruent to hexagon UVWXYZ
1 answer:
If the hexagons in my attachment are the hexagons that the above problem refers to, then, YES <span>hexagon FGHIJK is congruent to hexagon UVWXYZ.
The are congruent because the measure of each sides are equal to the measure of the corresponding side of the other hexagon.
FG = UV = 2
IJ = XY = 2
I used Pythagorean theorem to get the measure of the remaining sides.
GH = VW = 2.24
HI = WX = 2.24
JK = YZ = 2.24
KF = ZU = 2.24
</span>
The are congruent because the measure of each sides are equal to the measure of the corresponding side of the other hexagon.
FG = UV = 2
IJ = XY = 2
I used Pythagorean theorem to get the measure of the remaining sides.
GH = VW = 2.24
HI = WX = 2.24
JK = YZ = 2.24
KF = ZU = 2.24
</span>
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