Cho hình thoi ABCD cạnh a, góc BCD bằng 60°. Gọi O là tâm hình thoi. Tính | vecto AB + vecto AD| , | vecto OB - vecto DC |

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Đáp án:

O giao ACx BD

▲ABD đều (*)

a) | vecto AB + vecto AD |

vecto AB + vecto AD =vecto AC

|vtAC| =2.|vtAO|=2.AB.√3/2=a√3

| vecto AB + vecto AD |=a√3

b) |vecto BA - vecto BC |

vecto BA - vecto BC=vecto BA + vecto CB =vtCA

|vtCA|=|vt AC|=a√3

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