A vector i cap + root3 j cap rotates about its tail through an angle of 60 degree in clockwise direction find the new vector
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Answer:
Vector = i + √3 j
Tan θ = y / x
Tanθ = √3
θ = 60°
Angle between vector and x-axis is 60°
If it is rotated clockwise 60° then it will align along x-axis
It’s magnitude will not change.
Therefore,
Initial magnitude of vector = Final magnitude of vector
1^2 + (√3)^2 = x
x = 4
∴ New vector = 4 i
Explanation:
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