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222-9+11+12:2*14+14 = ? ( )

Toán Lớp 10: Cho 4 điểm A,B,C,D chứng minh rằng: a) vecto AB+vecto CD +vecto BC= vecto AD b) vectoAB+vecto CD =vecto AD + vecto CB

Toán Lớp 10: Cho 4 điểm A,B,C,D chứng minh rằng: a) vecto AB+vecto CD +vecto BC= vecto AD
b) vectoAB+vecto CD =vecto AD + vecto CB

Comments ( 1 )

  1. a) Ta có:
    \qquad \vec{AB}+\vec{CD}+\vec{BC}
    =(\vec{AB}+\vec{BC})+\vec{CD}
    =\vec{AC}+\vec{CD}
    =\vec{AD}
    Vậy \vec{AB}+\vec{CD}+\vec{BC}=\vec{AD} (đpcm)
    $\\$
    b) Ta có:
    \qquad \vec{AB}+\vec{CD}
    =\vec{AD}+\vec{DB}+\vec{CD}
    =\vec{AD}+\(\vec{CD}+\vec{DB})
    =\vec{AD}+\vec{CB}
    Vậy: \vec{AB}+\vec{CD}=\vec{AD}+\vec{CB} (đpcm)

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222-9+11+12:2*14+14 = ? ( )