in a regular hexagon ABCDEF AB=P and BC =Q then find FA
1)P-Q
2) P+Q
3)p
4) Q
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Explanation:
Let the length of the side of the polygon be a.
As all sides are equal, length of AB = a
All the interior angles of regular hexagon are 120°
Distance between F and C = a cos(60°) + a + a cos(60°) = 2a
FC is twice the magnitude of AB and is parallel to AB.
Therefore, FC = 2AB
By vector law of addition,
FA + AB + BC = FC
FA + AB + BC = 2AB
FA + P + Q = 2P
FA = 2P - P -Q
FA = P - Q
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