A = i + j . What is the angle between the vector and x-axis?
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Hii dear,
# Answer- 45°
# Explaination-
Suppose,
- Given vector vectA = i + j
- X-axis vectX = i
Angle between 2 vectors is given by,
cosθ = (vectA.vectX)/(|A|×|B|)
cosθ = (i+j)(i)/(√2×1)
cosθ = 1/√2
θ = 45°
Hence, angle between vector A and X-axis is 45°.
Hope that solved your query...
# Answer- 45°
# Explaination-
Suppose,
- Given vector vectA = i + j
- X-axis vectX = i
Angle between 2 vectors is given by,
cosθ = (vectA.vectX)/(|A|×|B|)
cosθ = (i+j)(i)/(√2×1)
cosθ = 1/√2
θ = 45°
Hence, angle between vector A and X-axis is 45°.
Hope that solved your query...
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