Given velocity vector v = 101√3icap-10j cap m/s. The angle the velocity vector makes with y-axis is 60° O 30° 0 90° o 45°
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Concept:
- Vectors
- Splitting a vector into its components
- Calculating the direction of vectors
Given:
- velocity vector v = 10√3i - 10j
- The vertical component is - 10
- The horizontal component is 10√3
Find:
- The angle the velocity vector makes with the y axis
Solution:
We know that the angle the velocity vector makes with the x-axis is tanθ = y/x
y-component is - 10
x-component is 10√3
y/x = -10/10√3= -1/√3
tan θ = -1/√3
θ = -30°
The velocity vector is 30° clockwise to the positive x-axis.
The angle the velocity vector makes with the negative y-axis is 90° -30° = 60°
60° is the angle made by the velocity vector with the y-axis.
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