Let the vector v have an initial point at (6,-7) and a terminal point at (1,-6). Determine the components of vector v. Answer: Submit Answer

Q: Find the component form of the vector v, (a) write the vector using standard unit vector notation,…

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Q: Let v be the vector from initial point P1 = (3, -1) to terminal point P2 = (-2, 5).Write v in terms…

A: Given the points P1=3,-1 and P2=-2,5.   The vector is, v=P1P2→=-2-3,5--1=-5,6

Q: Rotate the vector v = by 0 = 2

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Q: Let v be the vector from initial point P1 = (-1, 6) to terminal point P2 = (7, -5). Write v in terms…

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Q: Express the vector in terms of the unit vectors i and j. 2(3, 3) + 3(4, 2)

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Q: Let v be the vector from initial point P1 = (4, -5), to terminal point P2 = (4, 3). Write v in terms…

A: Let v be the vector from initial point P1 = (4, -5), to terminal point P2 = (4, 3). To write v in…

Q: Find the component form and magnitude of the vector v. Initial Point Terminal Point (-1, 5) (13,…

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Q: Find a non-zero vector B' which is perpendicular to A'= 2i'-3j'.

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Q: Find the component form and magnitude of the vector v. Initial Point Terminal Point (15, −3)…

A: The given initial and terminal points of given vector (v) are,

Q: Find the component form and magnitude of the vector v. Initial Point Terminal Point (-2, 15) (-26,…

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Q: Find the component form and the magnitude of the vector v. Initial Point Terminal Point (-5, 9) (2,…

A: Component form of vector v is :  v = ( ( x2 - x1) , ( y2 - y1 ) ) here , ( x1 , y1 ) is a initial…

Q: Find the component form and magnitude of the vector v. Initial Point Terminal Point (-5, –4) (-29,…

A: K

Q: Express the vector v with initial point P and terminal point Q in component form. (Assume that each…

A: A VECTOR V WITH INITIAL POINT P(X1, Y1)  AND TERMINAL POINT Q(X2,Y2) IS GIVEN BY V = (X2-X1) i…

Q: Find the component form of the vector v and (b) sketch the vector with its initial point at the…

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Q: Let u = 2i - 5j, v = -3i + 7j, and w = -i - 6j. Find the specified vector or scalar v - u.

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Q: Find u + v, u − v, and 2u − 3v. Then sketch the resultant vector. u = 4,3    , v = -3, 0

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Q: Express the vector in the form (a, b). 1(i + j) ji + jl

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Q: Let v be the vector from initial point P, to terminal point P2. Write v in terms of i and j. P,…

A: We will use the fact that a vector is determine by the initial point and final point as given in the…

Q: Find a unit vector u with the same direction as vector v =

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Q: Determine the vector, parametric and cartesian (scalar) equations for the line that passes through…

A: First, we will find the cartesian equation of the line L through the points M(-2,0) and N(3,-3).…

Q: Find the vector v with the

A: Given, the vector               v=3, and u=0, 3, -1, 1

Q: Find a unit vector u in the direction opposite of (-8,-4,-3).

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Q: Find the components of the vector shown above. Vector =

A: From the Figure note that, the tail of the vector has coordinates -3,-4 and head has coordinates…

Q: Determine whether the vectors AB and PQ are equal to each other.

A: Solution of the problem as follows

Q: vector

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Q: Find the unit vector in the direction of the given vector a, and express it using standard unit…

A: Find the unit vector in the direction of the given vector a . vector a = 20i - 21j  . Here i…

Q: Use vectors =(-1, 1), v= (7, –2), and w= (0, 4) to find (u w)v, and determine whether the result is…

A: We can answer it as below

Q: The vector V = is an example of a unit vector.

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Q: Let v be the vector from initial point P1 = (-4, -4),to terminal point P2 = (6, 2). Write v in terms…

A: Initial point is P1=-4, -4 & terminal point is P2=6, 2.

Q: Let P(4, - 3) and Q(- 1,2) be the initial point and terminal point, respectively, of vector V. Find…

A: Solution  Find position vector

Q: find the component form of the vector. The unit vector obtained by rotating the vector {1, 0}135°…

A: The unit vector obtained by rotating the vector {1, 0}135° counterclockwise about the origin.

Q: Find a vector equation and parametric equations for the line segment that joins P to Q. P(0, −1,…

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Q: Express the vector v with initial point P and terminal point Q in component form. (Assume that each…

A: From the graph we can se that the coordinates of point P is 5, 2 and the coordinates of point Q is…

Q: Find the component form and magnitude of the vector v. Initial Point Terminal Point (-2, 3) (11,…

A: Given for a vector v,Initial point:(-2,3)Terminal point:(11,-19)

Q: Let v be the vector from initial point P1 = (-3, 0) to terminal point P2 = (-2, -2). Write v in…

A: Solution:- we have to find vector v in which  initial point P1 = (-3, 0) to terminal point P2 = (-2,…

Q: Explain why the vector 2u × 3v points in the same direction as the vector u × v.

A: Consider the vectors: u=x1i^+x2j^+x3k^v=y1i^+y2j^+y3k^

Q: Determine whether the vector v = 8 is spanned by the vectors and 3 or not.

A: Given three vectors and we have to find if  v=789 is spanned by111 and 123

Q: Find a vector equation and parametric equations for the line segment that joins P to Q. P(1, −1,…

A: Find a  vector equation and parametric equation for the line joining P and QP (1,-1,5) and Q (5,2,1)

Q: Find a vector equation and parametric equations for the line segment that joins P to Q, given P(0,…

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Q: Let v be the vector from initial point P1 = (4, -5) to terminal point P2 = (4, 3). Write v in terms…

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Q: find the component form of the vector. The vector from the point A = (2, 3) to the origin.

A: Find the component form of the vector. The vector from the point A = (2, 3) to the origin.

Q: Let u = 2i - 5j, v = -3i + 7j, and w = -i - 6j. Find the specified vector or scalar l-l-2ul.

A: Here given as u = 2i - 5j, v = -3i + 7j, and w = -i - 6j. Thus -2u=-2·2i+2·5j=-4i+10j

Q: Determine a unit vector perpendicular to the both vectors A - 5i + 6j – 8k and B : - 2i + 5k. |0| =…

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Q: Express the vector v with initial point P and terminal point Q in component form. (Assume that each…

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Q: 45. Find the components for each vector by resolving the vector into its horizontal and vertical…

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Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus. 

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.