An airplane flies 200 km due west from city A to city B and then 275 km in the direction of 36.0° north of west from city B to city C. (a) In straight-line distance, how far is city C from city A?   (b) Relative to city A, in what direction is city C?  ° north of west

Q: A = 2î + 3j + & B = -41 + 23 – k C = 21 – 3j + 4k a) (AX B) · č b) (BX A) c) (AX B) · (CX B) d)…

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Q: Vectors A and B are shown in the diagram below. Vector C is given by C = B - A. What is the…

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Q: Using PARALLELOGRAM method, DRAW and DETERMINE the magnitude and direction of the resultant vector…

A: Given Data :  A= 50 km, 30° N of WB= 40 km, 90° C= 15 km, 45° S of WD= 10 km, 30° E of SE= 30 km,…

Q: Using component method of getting the resultant of vectors, find the resultant of the following…

A: Given, Vectors, Angles,

Q: Vector A has a magnitude of 41 units and points in the positive y direction. When vector B is added…

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Q: Using trigonometric method. Find the magnitude and direction of the car’s resultant displacement…

A: Given data The distance traveled by car in the north is given as dn = 50 km. The distance traveled…

Q: What is the resultant of vector A=5m West and vector B=15m 60° North of West?

A: Draw the vector diagram as:

Q: A ship starts from an island and sails 22.2 km in a direction 41.6° North of East. It then sails…

A: Given:- A ship starts from an island and sails d1 =  22.2 km in a direction θ= 41.6° North of the…

Q: Vectors à and B are shown in the figure. Vector Č is given by C = à – B. The magnitude of vector A…

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Q: If A = 34 m, B = 34 m, and the magnitude of A + B = 48, which of the following is true? O A and B…

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Q: 2. Vector A = 25 m at 30° N of W. Vector B = 30 m at 40° E of S and vector C = 40 m due W.…

A: Given value--- Vector vec A = 25m at 30° N of W. Vector vec B = 30m at 40° E of S and vector vec C…

Q: A person walks 15.0° north of east for 3.60 km. How far due north and how far due east would she…

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Q: Two displacement vectors when added produce a resultant vector of magnitude 50.0 km pointing 60.00…

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Q: A &B are shown below. A=40 & 0A=10° east of north. B=31 & Og=61° south of west. Let north be…

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Q: 2. Determine the RESULTANT of the following vector: V₁10 m 20° NE, V₂ = 15 m 40° SE, & V3 = 10 m 80⁰…

A: The vector representation,

Q: A person walks 33.0° north of east for 2.30 km. How far due north and how far due east would she…

A: In the picture, AB = 2.30 km He has to travel AC along east and BC along north

Q: A map suggests that Atlanta is d, = 729 mi in a direction of 0, = 4.95° north of east from Dallas.…

A: Determine the x- and y-components of the displacement d as follows.

Q: Add the following component vectors and determine the resultant. (You might want to draw them).…

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Q: Add the following component vectors and determine the resultant. (You might want to draw them).…

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Q: (a) In straight-line distance, how far is city C from city A? km (b) Relative to city A, in what…

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Q: A person walks 29.0° north of east for 2.40 km. How far due north and how far due east would she…

A: Displacement of person = 2.40 km in a direction 29o north of east

Q: The angle made by the two vectors A i + 4j + 5k and B = 5i + 7j + 9k is: A 14.80 degrees 34.80…

A: Given: A→=i^+4j^+5k^B→=5i^+7j^+9k^

Q: 4) What is the angle between the two vectors à and B?

A: Given: vector A can be written as A⇀ = 20j^ Vector B⇀=-10i^ + 15j^

Q: A force of 3.6 N acts towards the East on an object with mass m = 2.0 kg, while simultaneously a…

A: Given: The mass of the object is m = 2 kg The force that acts towards the east is Fx = 3.6 N The…

Q: resultant Vector

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Q: A person walks 15.0° north of east for 3.60 km. How far due north and how far due east would she…

A: Given that,Magnitude of displacement : d = 3.6 (km)Direction of displacement : θ = 15° (North of…

Q: 4. Suppose the velocity(v) of a car at any time(t) is given by the equation 60m/s + (0.5m/ Derive…

A: The instantaneous acceleration (a) of a body is defined as the rate of change of its velocity.…

Q: just begun and Latonya boards a plane to visit her Grandma. Latonya flies /11.5 miles due East from…

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Q: What is the resultant of vector A=5m W, B=10m 30° South of West and C=15m South

A: Given : The value of vector A is 5m towards west. The value of vector B is 10m 30degrees south of…

Q: An airplane flies 200 km due west from city A to city B and then 350 km in the direction of 24.5°…

A: Distance between city A and B, a = 200 km Distance between city B and C, b = 350 km Distance between…

Q: Using component method of getting the resultant of vectors, find the resultant of the following…

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Q: A girl delivering newspapers covers her route by traveling 5.00 blocks west, 5.00 blocks north, and…

A: First leg of the journey (d1→) = 5 blocks (-i^)Second leg of the journey (d2→) = 5 blocks (j^)Third…

Q: A ferry transports tourists among three islands. It sats from the first island to the second island,…

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Scalars and Vectors

Scalars and Vectors are the classification of physical quantities that are used to denote various terms in physics.