If a tail of vector is printed down and rotated by 200⁰ it is equivalent to
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0
Answer:
Using parallelogram law:
∣
R
∣=
(l
2
+l
2
−2l
2
cosθ)
∣
R
∣=l
2(1−cosθ)
∣
R
∣=l
2(2sin
2
(
2
θ
))
∴∣
R
∣=2lsin(
2
θ
)
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Answer:
Let the x-axis represent the east-west direction. Using a ruler and protractor, draw an arrow to represent the first vector (nine blocks to the east), as shown in Figure 5.3(a).
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