A vector w has initial point (-3, 5) and terminal point (1, 6). Write w in the form w=ai+bj. ? X

Q: A vector w has initial point (-2, 1) and terminal point (-3, 5 Write w in the form w = ai+bj.

A: follow next step

Q: Find the vector z, given that u = (3, -2, 5), v = (0, 2, 1), and w = Z= z = −u + 4v + 1 _W 2 (-6,…

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Q: Given vector u = (3, 1) and v (1,3) , determine the value of 2u – 3v in component form.

A: Use component wise addition and multiplication for required answer.

Q: The vector v with initial point (0, 0) is shown below. Write v in the form v=ai+bj, where a and b…

A: Given ,  The vector v with initial point (0, 0) We have to write v in the form v = a i + b j where…

Q: Find a vector a with representation given by the directed line segment AB, where A(-2, -2) and B(4,…

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Q: Given the points P(-3, 4) and Q(-1, 5), express the vector PQ in terms of i and j.

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Q: Given the points A: (2,4,-3) and B: (2,-3,5), find the vector ā AB

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Q: For what values of a and ß will the vector (a, 1, B) be orthogonal to (2, 0, 7) and (-1, 1, 2)? α =…

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Q: A vector v has initial point (5,-2) and terminal point (1, -3). Write v in the form v ai+bj. V =

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Q: Find the vector v = PQ. P = (4,3, 6) Q = (9,5, 3) V =

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Q: Given vector u= (-3, 3) and v = (6, –2), determine the value of 4u + v in | component form.

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Q: Given the initial point, P1 = (−3, 5) and terminal point P2 = (6, 9), write the vector v in terms of…

A: Given data is : Initial point P1=-3,5 Terminal point P2=6,9 To write the vector v in terms of i and…

Q: A vector v has initial point P = (1, 3, - 2) and terminal point Q = (4, - 2, 1). Write v in the form…

A: Given that the vector has Initial point P=1,3,-2 Terminal point Q=4,-2,1 The vector PQ→ will be…

Q: Given the vectors u=(2,1,1,1) and v=(3,2,-1,2) ,find the value(s) of such that  U•(u+tv)=16

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Q: Find the initial point A of the vector that is equivalent to (3,7), and whose terminal point is…

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Q: A vector u is a positive multiple of . Vector v = with a , what will be the signs of d, e, and f?…

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Q: c. Suppose there is a vector w with u w =

A: Note: As per our guideline we can not author a handwritten solution. Introduction: The dot product…

Q: A vector A-xyzi+3x'yj+ (xz-y'z) k.

A:

Q: find the components of the vector −→P Q. P = (1, 0, 1), Q = (2, 1, 0)

A: Given  P=<1,0,1>Q=<2,1,0> The component form of a vector is the ordered pair that…

Q: Given the vector v has an initial point at (-8, 5) and a terminal point at (-3, –1), find the exact…

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Q: Given that - (1, 2, 3) and - (4. 0, – 4) find the vector where %3!

A: In this question we have to find the vector z.

Q: Given vector u = (6, –1) and v = (2, –2) , determine the value of u – 2v in component form.

A: Given query is to find the indicated vector.

Q: Let v = ( 1, 2 ), Find a vector w with the same direction as v such that || w || = 7.

A: Let v=1,2 Then,  v=12+22=5 The unit vector in the direction of v is, v=vv=1,25=15,25

Q: Given the points C(-4, –5) and D(-1, 1), express the vector CD in terms of i and j.

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Q: Consider the points A (10, 9) and B (0, – 7). Find the vector AB. АВ

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Q: Given vector u = (-1, –1) and v = (-1,1) , determine the value of 5v – u in component form.

A: A vector is a quantity with magnitude and direction. Given a coordinate system a vector can be…

Q: Use the vectors a = [-1,0,1], b = [1,-1,5], and č= [0,-1,-2] to prove that a(bxč) # (åxb)xč

A: The answer is given below:

Q: Given the points A: (1,6,3) and B: (2,-3,3), find the vector ü = AB %3D

A: To find- vector u.

Q: if vector AB =(-7i+3j+8k) and the point A= (-2,-2,6) find B

A: Given, AB =(-7i+3j+8k) and the point A= (-2,-2,6) Let the coordinates of B be (x,y,z) Now, AB = B-A…

Q: Given vector u = (-3,2) and v = (-3, –1) , determine the value of v – 2u ir component form.

A: We can determine the component form as below.

Q: Consider the vectc 5, as shown in the Write the vector in , where a and b ar places.

A: It is given that the magnitude of the vector is. =5 and the points are  (a,b)

Q: Given vector u = (6,6) and v = (-1, –5) , determine the value of 2u + v in component form.

A: Explanation of the answer is as follows

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

A: Given initial point P1=-4,-4 and terminal point P2=6,2. Given points can be written as: P1=-4i-4j…

Q: Find the vector v with the given length and the same direction as u.||v|| = 5, u = (√5, 5, 0)

A: Let the vector u is:   Now, The modulus of vector u is :                                     The…

Q: Find the vector v with the given length and the same direction as u. ||v|| = 3, u = (0, 1, 3, -1) V…

A: In  the given problem we have to find the vector v with the given length and the same direction as…

Q: Given the points A(-6, 4) and B(-3, 5), express | the vector AB in terms of i and j.

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Q: 16. Consider this regular octagon. If AB =ü and BC =v, express each vector in terms of u and v. B C…

A: 1)from the triangle law of addition  when two vectors are moving one by another then the third…

Q: Given vectors ū = [x, y,5] , i = [3,1, –4], and w = [7,7,7] , find x and y such that u xi = w. Тext

A: given,       u⇀=x,y,5   ,   v⇀=3,1,-4   and   w⇀=7,7,7

Q: Express the vector in the form (V= ai+ bj+ck) *, if A(1,0,3) and B is (-1,4,5):

A: Vector from

Q: 2. Given the vectors à = (a₁, a₂, a3) and b=(b₁,b₂, b3) show that a × b = -b xã.

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Q: Given vector u (1, 1) and v (6, 2) , determine the value of V + 2u in component form.

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Q: Which vector is not collinear with [c, d]? O [2c, 2d] O(-c, -d] O [10c, 10d] O [d, c]

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Q: Let 7 =, if the vector w is in the opposite direction of the vector 7 and w= 3, then u

A: The given vector is u→=3,-4,2, the vector w→ is in the opposite direction direction of the vector…

Q: Given a vector v with initial point P(5,12) and terminal point Q(−2,−12), write the vector in terms…

A: vector with initial p1,p2 and                 terminal (q1,q2)is given by v=<q1-p1,q2-p2>

Q: Find the vector z, given that u = (5, -6, 2), v = (0, 2, 1), and w = (-6, W%3D 1. z = -u + 5v + w 2

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Q: For what values of a is the vector (a2, a, 1) belongs to span {x1 = (1,2, 3), x2 = (1,1,1), x3 =…

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Q: Find the component form of the specified vector. The vector PQ , where P = (3, 3) and Q = (-6, -4) O…

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Q: Find the vector z, given that u = (6, -3, 2), v = (0, 2, 1), and w = (-6, -6, 2). %3D Z = -u + 4v +…

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Q: Let v be the vector from initial point P, to terminal point P,. Write v in terms of i and j. P1 =…

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Q: Given the points A: (2,3,6) and B: (-3,-4,1), find the vector u = AB ū = < U

A: NOTE: Refresh your page if you can't see any equations. . here we have

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.