If å = (2,2,2), b = 2 and tan 0 = V3 ,(where 0 is the angle between å and b) then the magnitude of their cross product is A) 3 B) 2V3 C) 1 D) 6 E) 4V3

Q: Find the angle between u and v in radians. 3) u = - 3i + 10j - 7k, v = 6i + 3j - 6k B) 1.07 A) 1.34…

A: As we know that angle between two vectors is cos(θ)=u·v||u||×||v||

Q: (0, 1) (1,0)x In the given figure, 0 is an angle. If sin 0 what is cos 0? A) 1 B) 1 C) - D) -

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Q: || = 8, || = 3 and the angle between them is 125°. Determine |u-v|

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Q: If d = (1,1,1), b| = 2 and tan 0 = v3,(where 0 is the angle between a and b) then the magnitude of…

A: The magnitude of cross product between two vectors, x→ and y→ is calculated using the formula,…

Q: 3. u=8, |v|=3 and the angle between them is 125°. Determine b) the angle that u-v makes with vector…

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Q: Let u = (2, -3, 4) and v = (-2, 1, 3). What is the dot product u v? What is the angle between u an v…

A: The given vectors  and

Q: A triangle has angles with measurements 2x + 3, 4x - 10, and 5x - 11. Classify the triangle based on…

A: Sum of all angles in a triangle is 180.

Q: Find the dot product v · w. 1) v = i +3j, w = 5i - j 2) v = 5i - 2j, w=i-j Find the angle between v…

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Q: The line L, and plane II, have equations 4j+9k 19 Π : c-(24+6/+9%)-3. Compute the angle in radian…

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Q: Triangle ABC has been dilated to triangle A'B'C'. Which factor was used?

A: Given,           Triangle ABC has been dilated to triangle A'B'C'.

Q: Let A

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Q: O Let t- ,=<8, 4) and -8,4) and w = -6î - 2. Find: %3D a) ū + ☆ Caleulate the angle between i and T.

A: Given:

Q: What is the angle between the planes 3x + 2y + 4z = 4 and 3x -y+2z = 1 to the nearest degre %3D O…

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Q: Find the angle between u= (-4,-1) and v (1,-4) to the nearest tenth of a degree. %3D The angle…

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Q: Maciek swims in a 25 m long pool. At one end of the pool the depth is 3 m, and at the other 1.5 m.…

A: Given: Length of  pool BE=25m To find: Capacity of pool

Q: 7. A vegetable garden sprinkler sprays water over a distance of 11 meters and rotates through an…

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Q: 7) 8) W A 110° 12x-1 145° U 17x+8

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Q: If I TRANSLATE the triangle BOC with coordinates B(-6, -2), O(-4, -4), and C(-4, -1... RIGHT 9 and…

A: Translation of points problem

Q: QUESTION 18 Suppose point P has spherical coordinates (9, /4, t/3). Find the x-coordinate of P in…

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Q: z² + 2z+1 z²+z For questions 6,7 & 8: use I = = $³² C uestion 6) C: z-3i| = 3, C. C.W. uestion 7) C:…

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Q: GOLD is a parallelogram with ZL=90° L.

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Q: The angle between (0, –6, 2) and (4, 8, 7) is: O A. orthogonal - O B. acute.

A: We will use geometric definition to determine the angle.

Q: find coordinates for a point / that makes angle JKM

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Q: Given: F = 3î + 2ĵ + 7k; Ġ = 6î + 5ĵ – 4k; H = î + 8f

A: Given,                F⇀=3i^+2j^+7k^G⇀=6i^+5j^-4k^H⇀=i^+8j^

Q: If the edges of a rectangular parallelopiped are a, b, c show that the angles between the four…

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Magnitude

A vector is an element with both direction and magnitude. A vector is represented using an arrow, where the arrow represents the direction of the vector and its length is represented using the magnitude. The set of vectors in space is known as vector space. The vectors can be added, subtracted, multiplied, and divided in a vector space. The image below shows a vector AB.