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/bar (R)_(PO)=(5hat(i)+7hat(j)+9hat(k))m and /bar (R)_(SO)=(8hat(i)+9hat(j)+4hat(k))m where hat(i),hat(j) and hat(k) are unit vectors in the positive x,y and z directions respectively. Determine the position
/bar (R)_(PO)=(5hat(i)+7hat(j)+9hat(k))m
\ and
/bar (R)_(SO)=(8hat(i)+9hat(j)+4hat(k))m
\ where
hat(i),hat(j)
and
hat(k)
are unit vectors in the positive
x,y
and
z
directions respectively. Determine the position vector
/bar (R)_(PS)
of particle
P
relative to particle
S
base on the same coordinate system. Show that the following loop-closure equation is true.\
/bar (R)_(SO)(+)/(b)ar (R)_(PS)(-)/(b)ar (R)_(PO)()/(b)=ar (0)
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