From the diagram above, which of the following represents the vector V in component form?
- \(-5\sqrt{3} i + 5j\)
-
\(3i + 3\sqrt{3}j\)
- \(i + 2\sqrt{3}j\)
- \(-2\sqrt{3}i - j\)
The correct answer is: B
Explanation
\(V = V\cos \theta i + V\sin \theta j\)
\(6N = 6 \cos 60 i + 6 \sin 60 j\)
= \(3i + 3\sqrt{3} j\)