Find the magnitude and direction of the vector. 75 mi W+ 180 mi a. 195 mi, 12° west of south b. 195 mi, 67° south of east C. 165 mi, 12° east of south d. 165 mi, 67° south of east

Q: Q12) If A = 51 + 6J and B=-4i +J. What is the magnitude C = 6A- B? the vector %3D A) 38.5 B) 41.3 C)…

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A: We have to find As per guideline we have to find one question

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A: Solution attached below.

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Q: Hi, any help on this problem would be greatly appreciated. Thank you!

A: Magnitude of the vector is given by

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A: We solve only one problem at a time so please submit them one by one for a quick and thorough…

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A: our objective is to find the magnitude and direction.

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A: Given Data: Vector: w→=x, y=4, -2 The unit vector in the same direction as w→ is, u→=1w→w→

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A: Recall:    A vector a→  with given magnitude in the direction of b is                        a→.bb

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Q: The x component of vector A is -30 m and the y component is -19 m. (a) What is the magnitude of A?…

A: The magnitude of a vector is                                      A = x2+y2 where x is x component…

Q: Hello, any help for this problem would be greatly appreciated. Thank you! 8.4

A: Given vector is  Its magnitude is

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Q: W = < -2/2,-2/2

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A: Introduction: A two-dimensional vector has magnitude and direction angle. The magnitude of a vector…

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A: a=vcosαb=vsinαwhere v is magnitude and α is angle

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A: Given a vector v in the form with

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Q: Pls help ASAP

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Q: The x and y components of a displacement vector are -3.00 m and +4.00 m, respectively. What angle…

A: The x-component is -3.00 mThe y-component is 4.00 mTo find, the angle made with positive x-axis.

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A: tThs angle can be calculated by using the formula θ=tan-1yx

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A: Topic:- vector algebra

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A: Given that a→·b→=30, ||a→||=5 and angle between the vector a→ and b→ is 30°.

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Q: Given the vector u= (7,–7/3), find the magnitude and direction of u. Provide your answer below: |7|…

A: The given vector u→=7, -73