Vectors

$PQRSTU\,$ is a regular hexagon with centre $X$ .

\overrightarrow{XP} = \mathbf{p}

\overrightarrow{XQ} = \mathbf{q}

a.

Find, in terms of $p\mathbf{p}$ , the vector $PS→\overrightarrow{PS}$ .

[1]

b.

Find, in terms of $p\mathbf{p}$ and $q\mathbf{q}$ , the vector $PQ→\overrightarrow{PQ}$ .

[1]

c.

Find, in terms of $q\mathbf{q}$ , the vector $PU→\overrightarrow{PU}$ .

[1]

$PQRSTU\,$ is a regular hexagon with centre $X$ .

\overrightarrow{XP} = \mathbf{p}

\overrightarrow{XQ} = \mathbf{q}

a.

Find, in terms of $p\mathbf{p}$ , the vector $PS→\overrightarrow{PS}$ .

[1]

b.

Find, in terms of $p\mathbf{p}$ and $q\mathbf{q}$ , the vector $PQ→\overrightarrow{PQ}$ .

[1]

c.

Find, in terms of $q\mathbf{q}$ , the vector $PU→\overrightarrow{PU}$ .

[1]

Vectors Questions