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In the parallelogram ABCD of the figure… | StemPy Lab
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In the parallelogram ABCD of the figure, overrightarrowAB = p and overrightarrowAD = q. Which vector is overrightarrowBD?
Mathematics
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High School (11–12)
Vectors and Three-Dimensional Geometry › Vector Algebra
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In the parallelogram
A
B
C
D
ABCD
A
B
C
D
of the figure,
A
B
→
=
p
⃗
\overrightarrow{AB} = \vec p
A
B
=
p
and
A
D
→
=
q
⃗
\overrightarrow{AD} = \vec q
A
D
=
q
. Which vector is
B
D
→
\overrightarrow{BD}
B
D
?
Fig. 1: A parallelogram ABCD with A at the bottom left, B at the bottom right, C at the top right and D at the top left. A blue arrow p runs from A to B along the bottom side, and a green arrow q runs from A to D along the left side. A red dashed line joins B to D.
q
⃗
−
p
⃗
\vec q - \vec p
q
−
p
p
⃗
−
q
⃗
\vec p - \vec q
p
−
q
−
p
⃗
−
q
⃗
-\vec p - \vec q
−
p
−
q
p
⃗
+
q
⃗
\vec p + \vec q
p
+
q
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