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Find the magnitude and direction angle θ of the following vectors. Round the magnitude to the nearest tenth, and round the dire...Question
Find the magnitude and direction angle θ of the following vectors. Round the magnitude to the nearest tenth, and round the direction angle to the nearest degree, if rounding is necessary.
u = (-3, -3)
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Answered by
GPT 3.5
To find the magnitude of vector u, we can use the formula:
|u| = sqrt((-3)^2 + (-3)^2)
|u| = sqrt(9 + 9)
|u| = sqrt(18)
|u| ≈ 4.2
To find the direction angle θ of vector u, we can use the formula:
θ = arctan(-3/-3)
θ = arctan(1)
θ ≈ 45 degrees
Therefore, the magnitude of vector u is approximately 4.2 and the direction angle θ is approximately 45 degrees.
|u| = sqrt((-3)^2 + (-3)^2)
|u| = sqrt(9 + 9)
|u| = sqrt(18)
|u| ≈ 4.2
To find the direction angle θ of vector u, we can use the formula:
θ = arctan(-3/-3)
θ = arctan(1)
θ ≈ 45 degrees
Therefore, the magnitude of vector u is approximately 4.2 and the direction angle θ is approximately 45 degrees.
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