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in:
Vectors
Vector addition
Revision as of 01:42, 14 March 2018 by
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The sum of vectors
u
and
v
is
u
+
v
=
(
u
1
+
v
1
)
e
1
+
(
u
2
+
v
2
)
e
2
+
(
u
3
+
v
3
)
e
3
.
{\displaystyle \mathbf{u}+\mathbf{v} =(u_1+v_1)\mathbf{e}_1 +(u_2+v_2)\mathbf{e}_2 +(u_3+v_3)\mathbf{e}_3.}
Where
u
=
u
1
e
1
+
u
2
e
2
+
u
3
e
3
{\displaystyle {\mathbf u} = {\mathbf u_1}{\mathbf e_1} + {\mathbf u_2}{\mathbf e_2} + {\mathbf u_3}{\mathbf e_3}}
v
=
v
1
e
1
+
v
2
e
2
+
v
3
e
3
{\displaystyle {\mathbf v} = {\mathbf v_1}{\mathbf e_1} + {\mathbf v_2}{\mathbf e_2} + {\mathbf v_3}{\mathbf e_3}}
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