Addition of Vectors. Vector A has a magnitude of 3 units directed 30° south of east while Vector B has a magnitude of 5 units directed 60° north of west. Consider your coordinate axis with +i directed east and +j directed north. What is the resultant vector in component form? 3v3+5: 3+5V3; + 3 – 5V3;, 5 – 3/3; С. | A. -i+ 2 3/3 – 5; В. 5/3 – 3, 3 – 5V3 5 — ЗV3, i+ 3v3; - - - D. 2 2

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Chapter2: Vectors
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Vector A has a magnitude of 3 units directed 30◦
south of east while
Vector B has a magnitude of 5 units directed 60◦ north of west. Consider your coordinate
axis with +ˆi directed east and +ˆj directed north. What is the resultant vector in component
form?
A.
3

3 + 5
2
ˆi +
3 + 5√
3
2
ˆj

B.
3

3 − 5
2
ˆi +
5

3 − 3
2
ˆj

C.
3 − 5

3
2
ˆi +
5 − 3

3
2
ˆj

D.
3 − 5

3
2
ˆi +
5 − 3

3
2
ˆ

Addition of Vectors. Vector A has a magnitude of 3 units directed 30° south of east while
Vector B has a magnitude of 5 units directed 60° north of west. Consider your coordinate
axis with +i directed east and +j directed north. What is the resultant vector in component
form?
3v3+5:
3+5V3;
+
3 – 5V3;, 5 – 3/3;
С.
|
A.
-i+
2
3/3 – 5;
В.
5/3 – 3,
3 – 5V3
5 — ЗV3,
i+
3v3;
-
-
-
D.
2
2
Transcribed Image Text:Addition of Vectors. Vector A has a magnitude of 3 units directed 30° south of east while Vector B has a magnitude of 5 units directed 60° north of west. Consider your coordinate axis with +i directed east and +j directed north. What is the resultant vector in component form? 3v3+5: 3+5V3; + 3 – 5V3;, 5 – 3/3; С. | A. -i+ 2 3/3 – 5; В. 5/3 – 3, 3 – 5V3 5 — ЗV3, i+ 3v3; - - - D. 2 2
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