The direction of the shown vector is 1/2
Q: Given the vectors a= -i+j-2k and b= 2i+j+k, find a vector perpendicular to a and b
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Q: A vector has an x-componant of 33 and a y-componant of 22. Find the direction of the vector in…
A: To find the direction of the vector in degrees, we can use the inverse tangent function, also known…
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Q: A vector A has components A, = -3.50 m and A, 6.50 m. Find the magnitude (in m) and the direction…
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Q: A vector, V, has a magnitude of 3.60m and points at an angle of 27.0° to the left of the y- axis.…
A: Given: magnitude of vector v= 3.6m angle , θ=270
Q: Given a vector's magnitude and direction, 52 at 332°, find the Y component of the vector.
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Q: A vector has an x-componant of 64 and a y-componant of -13. Find the direction of the vector in…
A: We can use the arctangent function to find the angle θ that the vector makes with the positive…
Q: what direction is the vector going in when vx - vy
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Q: y (m) Problem 2: (2 points) Vectors à and C are shown in the figure. Vector Ở is given by ở = Ā – B.…
A: given that C→=A→-B→ we can also rearrange it as :- B→=A→-C→ angle between A and C θ=30+52=820…
Q: B = 6 [u] C = 8,96 [u] A = 12,75 [u] a = 23.98° B = 28.1 y = 40.04 O = 21.1° E = 11,71 [u] D = 6,86…
A: Given data: The direction of vectors is shown in given figure.
Q: If a = i+ 8j + k and b = i+ 9j + k, find a unit vector with positive first coordinate orthogonal to…
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Q: A dog searching for a bone walks 2.10 m south, then 8.20 m at an angle 30.0° north of east, and…
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Q: Vector A has a magnitude of 8.0 m and points east, vector B has a magnitude of 5.0 m and points 30°…
A: Given data The magnitude of the vector A is 8 m. The magnitude of vector B is 5 m and points 30°…
Q: Given a vector's magnitude and direction, 35 at 260°, find the X component of the vector.
A: Magnitude of vector = A = 35 Angle = θ = 2600
Q: Add the following component vectors and determine the resultant. (You might want to draw them).…
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Q: Given vectors a=(4,8) and b=(-3,0) Find the magnitude of the resultant vector: T = 2 a + 36
A: Represent the vectors a and b in their resolved component.
Q: I need help with this problem and an explanation for the solution described below. (University…
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Q: Consider the vector whose x- and y-components are given to be 3.3710 and 3.9645, respectively.…
A: Given data- x component of vector (A→) = 3.3710 y…
Q: Two vectors are given by A = 4.00 i + 7.00 j and B = 5.00 i – 3.00 j. What is the resultant…
A: Given Two vectors are given by A = 4.00 i + 7.00 j B = 5.00 i – 3.00 j
Q: use the sum by components method to determine the resulting vector of the following vectors: A =…
A: Write the sum of components in horizontal direction.…
Q: You walk 37 m to the north, then turn 61° to your right and walk another 45 m. Determine the…
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Q: What is the angle above the x-axis (north of east) for a vector with components (15 m, 8 m)?
A: The objective of the question is to find the angle above the x-axis (north of east) for a vector…
Q: Determine the direction vector for the vector displayed
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- A vector has an x-componant of -66 and a y-componant of 67. Find the direction of the vector in degrees between 0 and 360.what are the magnitude and angle of a vector with these components? Bx= 7.8 m and By= 10.2 mWhat are the components of the following Vector? D = 30.0 km @ 70.0 degrees below +x-axis
- A vector has a magnitude of 2.8 m and points in a direction that is 135 counterclockwise from the a axis. You may want to review (Page 71).A vector has an x component of -24.5 m and a y component of 31.9 m. Find the magnitude and direction of this vector. The angle should be between 0 and 360.Given vectors a=(10,-9) and b=(0,-5) Find the magnitude of the resultant vector: T = 3 a +26
- Find the magnitude and angle of the resultant vector.Can you help me with this question? A biker bikes 13 miles 41 degrees west of north and then 23 miles south. What is his net displacement vector and its magnitude and displacement angle.What are the x and y components of the vector 10.0 m at 45.0 degree South of West? x=7.07 m y= 7.07 m x=-7.07 m y= 7.07 m x=7.07 m y= -7.07 m x=-7.07 m y= -7.07 m