In a regular hexagon two `vec(PQ)=vecA, vec(RP)=vecB`. Express other vectors's in term of them :-

ABCDEF is a regular hexagon. Find the vector vec AB + vec AC + vec AD + vec AE + vec AF in terms of the vector vec AD

ABCDEF is a regular hexagon. Find the vector vec AB + vec AC + vec AD + vec AE + vec AF in terms of the vector vec AD

ABCDEF is a regular hexagon.Find the vector vec AB+vec AC+vec AD+vec AE+vec AF in terms of the vector vec AD

If ABCDEF is a regular hexagon with vec(AB) = veca and vec(BC)= vecb, then vec(CE) equals

ABCDEF is a regular hexagon. Express the vectors vec (CD) , vec (DE) , vec (EF) , vec (FA) , vec (CE) in terms of vec (AB) and vec (BC) .

In trapezium PQRS, given that QR|| PS and 2QR=PS. If vec(PQ)=veca,vec(QR)=vecb and vec(RS)=vecc , express veca in terms vecb and vecc

In trapezium PQRS, given that QR|| PS and 2QR=PS. If vec(PQ)=veca,vec(QR)=vecb and vec(RS)=vecc , express vecq in terms vecb and vecc

If vec aa n d vec b are the vectors determined by two adjacent sides of a regular hexagon, what are the vectors determined by the other sides taken in order?

If veca and vecb are the vectors determined by two adjacent sides of a regular hexagon ABCDEF, find the vector determined by the ther sides taken in order. Also find vec(AD) and vec(CE) in terms of veca and vecb .