设一定点为O
OG1=(OA1+OB1+OC1)/3
OG2=(OA2+OB2+OC2)/3
G1G2=OG2-OG1=(OA2+OB2+OC2)/3-(OA1+OB1+OC1)/3
=(A1A2+B1B2+C1C2)/3
=(e1+e2+e3)/3
AB=(-19,-15)
F1*AB=-19-30=-49
F2*AB=-76-75=-151
F1+F2=4i+5j+i+2j=5i+7j
(F1+F2)*AB=-95-105=-200
设一定点为O
OG1=(OA1+OB1+OC1)/3
OG2=(OA2+OB2+OC2)/3
G1G2=OG2-OG1=(OA2+OB2+OC2)/3-(OA1+OB1+OC1)/3
=(A1A2+B1B2+C1C2)/3
=(e1+e2+e3)/3
AB=(-19,-15)
F1*AB=-19-30=-49
F2*AB=-76-75=-151
F1+F2=4i+5j+i+2j=5i+7j
(F1+F2)*AB=-95-105=-200