the tip being the point (3, 0, -5) E R' is awayfrom the line spannedby w= -2 3.2 1.2 as in this diagram -0.8 -2.8 -4.8 -6

Q: Find the resultant vector A + B and the resultant angle with respect to positive x-axis where vector…

A: Since vectors are not given so lets understand the concept to add the two vectors. Parallelogram law…

Q: Write the scalar equation of the line given the normal vector point Po(-2,-4). n = and a

A: Scalar equation of a line is given by , Ax+By+C =0, where (A,B) are the cordinates of normal vector…

Q: Find eguation of a Plane that an contains the vector: and and Z=3E

A:

Q: Determine whether the vectors u = and v = are perpendicular.

A: As we know that if the dot product of two vctors is zero then we can say that the vectors are…

Q: A three-dimensional unit vector parallel to the y-axis is

A:

Q: Calculate the magnitude of vector u =  <3, 4> .

A: The objective of this question is to calculate the magnitude of a vector. The magnitude of a vector…

Q: Calculate the magnitude of vector u =  <3, 4> .

A: The objective of this question is to calculate the magnitude of a vector. The magnitude of a vector…

Q: discuss the directional vectors (gradient and curl) with physical examples.

A:

Q: Compare between zero vector and unit vectors with drawing the suitable curves.

A: Solution : Here we have show the difference between the Zero vector and Unit vector.   Concept : A…

Q: find the angle between vector A = and vector B = then write A as a sum of a vector parallel to B…

A:

Q: Find a vector normal to the plane -2x - 3y = 12 - 4z.

A: Given  a vector -2x-y=12-4z. We need to find the vector normal to the plane.

Q: The cross product of vectors a = (-1, 4, 6) and b = (3, 0, -2) is %3D

A: The cross product of vectors is given below

Q: How does translation T along vector AB affect the points in the plane?

A: Some information in the question is missing.

Q: Find the unit vector in the direction of v = (3, 5).

A: It is given that, v→=(3,5)   It is known that a vector R→=ai^+bj^ can be written as, R→=(a,b). As we…

Q: Is (1, 1) a unit vector? Explain.

A: We know that if any vector a→=a1i+a2j+a3k will be a unit vector then its magnitude a→=a12+a22+a32…

Q: State the difference between a position veetor and a line vector.

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Q: 1 If vector is a unit vector, what is the x?

A: We will find the value of x as following.

Q: Use the figure to sketch a graph of the vector. u- V y

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Q: Find a unit vector in the direction of vector v = ⟨−2, 3⟩

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Q: How do you find a vector perpendicular to a plane?

A: