设BC中点为P,则OP⊥BC,向量AO=AP+PO
AO*BC=(AP+PO)*BC
=AP*BC+PO*BC
=AP*BC
=1/2*(AB+AC)(AC-AB)
=1/2*(|AC|^2-|AB|^2)
=1/2 *(16-4)
=6
祝您学习愉快
设BC中点为P,则OP⊥BC,向量AO=AP+PO
AO*BC=(AP+PO)*BC
=AP*BC+PO*BC
=AP*BC
=1/2*(AB+AC)(AC-AB)
=1/2*(|AC|^2-|AB|^2)
=1/2 *(16-4)
=6
祝您学习愉快