rations
Vectors and |Direction| | 	Vector Addition 
 Motion
Vectors and |Direction|
A study of motion w
 both magnitude and |direction|. On the other hand,
h a magnitude and a |direction| are listed. For exa
door 20 meters in a |direction| 30 degrees to the w
ude (20 meters) and |direction| (30 degrees to the 
 both magnitude and |direction| are listed.
Vector 
scale in a specific |direction|. Vector diagrams we
rawn in a specified |direction|. The vector arrow h
. the magnitude and |direction| of the vector is cl
ude is 20 m and the |direction| is (30 degrees West
ions for Describing |Directions| of Vectors
Vectors 
for identifying the |direction| of a vector which i
 for describing the |direction| of any vector. The 
escribed below:
The |direction| of a vector is ofte
n be said to have a |direction| of 40 degrees North
wards the northerly |direction|) of 65 degrees East
owards the easterly |direction|). The direction of 
rly direction). The |direction| of a vector is ofte
on, a vector with a |direction| of 30 degrees is a 
 a counterclockwise |direction| relative to due eas
st. A vector with a |direction| of 160 degrees is a
 a counterclockwise |direction| relative to due eas
st. A vector with a |direction| of 270 degrees is a
 a counterclockwise |direction| relative to due eas
conventions for the |direction| of a vector and wil
for identifying the |direction| of a vector are sho
r is said to have a |direction| of 40 degrees. You 
u can think of this |direction| as follows: suppose
es in the clockwise |direction|. Observe in the sec
r is said to have a |direction| of 240 degrees. Thi
he counterclockwise |direction| beginning from due 
ints in the precise |direction|. Directions are des
 precise direction. |Directions| are described by th
vention is that the |direction| of a vector is the 
 convention for the |direction| of a vector will be
e:
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