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mnpq-is-a-parallelogram-and-r-is-the-intersection-point-of-the-diagonals-mp-and-nq-let-vec-u-vec-pa374

MNPQ is a parallelogram and

`R`

is the intersection point of the diagonals MP and NQ. Let

`vec(u)=vec(MQ)`

and

`vec(v)=vec(MN)`

. Match the following expressions to their equivalents in terms of

`vec(u)`

and

`vec(v)`

. i.

`,vec(PN)+vec(PQ)`

`vec(MR)+vec(RN)+vec(QP)`

ii.

`,vec(MR)+vec(RN)+vec(QP)`

Match the vector coordinates to each Cartesian vector Match the vector coordinates to each Cartecian vector a.

`-vec(u)`

b.

`2vec(∼)`

c.

`vec(v)`

d.

`vec(u)`

e.

`vec(u)-vec(v)`

f.

`vec(u)+vec(v)`

g.

`-vec(v)`

h.

`-vec(u)-vec(v)`

i.

`vec(0)`

j.

`2vec(v)`