Part (b) Calculate the direction of A +B, in degrees, measured counterclockwise from the positive x-axis. 56.31

Q: The vectors A and B are given by: A= 5 i - 3 j, and B=4i- 5 j. Find the direction of: C = A+ B (Mark…

A: The two vectors are , A = 5i - 3j , B = 4i - 5j To find = Direction of C = A + B

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Q: Solve for the required using the given vectors A = 31 – 8j + 6k B = 4 j+ 9k - 5i с. (А х В) x С C =…

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Q: .• A dog in an open field runs 12.0 m east and then 28.0 m in a direction 50.0° west of north. In…

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Q: 1. N Find the magnitude of the vector B = - 2.00f + 3.00ĵ – 4.00k.

A: B→=-2.00j^+3.00j^-4.00k^=1.00j^-4.00k^B→=1.002+-4.002=4.12

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Q: What is the resultant magnitude when adding the two vectors below 23 N 23 46 23 /2 529 N EZ

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Q: A fishing boat heads due northwest at 20.0 m/s across a river with 140° that flows due southeast at…

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Q: Given vectors a=(-2,8) and b=(-3,1) Find the x-component of the resultant vector: T= 3a – 26

A: Given  a = -2i + 8j and b = -3i + 1j

Q: (e) ĎXĎ 60° A = 10.0 30° |30° 53 C = 12.0 F = 20.0 B = 5.0 D=

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Q: Find the sum of the following four vectors ((a) and (b) for x and y components respectively), and as…

A: Hello. Since your question has multiple sub-parts, we will solve the first three sub-parts for you.…

Q: 2. In each case, express F as a Cartesian vector. а. 2mブ y 2m 1 m F = 600 N F = 300 N 1m7 1 m 1 m…

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Q: Add the following two vectors if Keep a few digits. A= 15 a= 20 degrees B=11N b= 40 degrees B. C= at…

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Q: 1.36 A surveyor sights a target at C from points A and B, recording the angles shown. Determine the…

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Q: Needing to find the magnitude and direction for these components

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A: Given: Motor vehicle travels 20 km along north & turns 60∘west for 35 km.

Q: What is the magnitude of the vector 2i + 19j + 20k? 41 28

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Q: 85 N Find the direction and magnitude of the resultant vector for the drawing of two forces. 110N…

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A: a) Vector A = 29.8 m @86.50 NW

Q: B (15.0 m) 30.0° D (10.0 m) 53.0° 25.0° C (12.0 m) A (S.00 m)

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Q: What is the resultant of vector A=5m East and B=10m 30° South of East?

A: Analyze the diagram of the system.

Q: Solve for the required using the given vectors A = 3i – 8j + 6k  B = 4 j + 9k – 5i  C = 7k a. (A x…

A: solution as

Q: An arrow fired horizontally at 41 km/hr travels 5.6 m horizontally. From what height was it fired?…

A: Given , horizontal speed = 41 km/hr = 11.39 m/s Horizontal distance travelled = 5.6 m Time it travel…

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: Find the following [Both direction and magnitude] Ả – 3B + 2č +Y "Ā(25) ċ(10) 500 -X +X 200 B(18) -Y

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Q: Gmail YouTube NWeBWork: S_RR... WebWork: S_RR... Othe Components of a Vector rson starts from his…

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Q: Which combination of vectors A→ and B→ points straight right ?

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Q: If À = [25,60°] and B = 5 i +5 j , what is the magnitude and the direction of 2À +B?

A: The addition of two vectors A→=a1i^+a2j^ and B→=b1i^+b2j^ is given by-A→+B→=(a1+b1)i^ + (a2+b2)j^…

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Q: Calculate the x-component and the y-component (in m) of the vector with magnitude 20.0 m and…

A: Given Data: The magnitude is given as, A=20 m The angle is given as, θ=38°   Draw the diagram…

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Q: 1. What is the magnitude and direction of 2. What is the magnitude and direction of AB? RT? B 8.5…

A: (1) The vector AB→ is shown below. The magnitude of the vector AB→ is equal to 8.5 and the…

Q: 1. Vector A = 1.00 i +-2.00 jand vector B-3.00 +4.00. What are the magnitude and i direction of…

A: Given:A→ =1 i^ - 2 j^B→ =1 i^ - 2 j^Solution:C→ = A→ + B→Applying values we get:C→ =1 i^ - 2 j^ + 1…

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Q: If vector A=[25, 30degrees] and vector B=-6i +14j , then what is the direction of A+B?

A: The Direction of A+B can be calculated in given steps.Given:

Q: Find the direction of vector A=-29i+53j counterclockwise from the positive x axis.

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Relative Velocity

It is a measurement of an object with regards to the other object which is moving or stable or stationary. For example, if we are traveling in a bus and the bus is moving at speed of 50km/hr, then our speed is according to the nearby passenger on the bus is zero. According to them, we are not moving. But if one person standing on the ground or road observes us from outside of the bus, according to him we are moving at a speed of 50km/hr and the bus is also moving at a speed of 50km/hr. Now, the motion is recognized by the observer, it depends on a frame of reference or observer. This is motion called relative motion.