Find the length of segment XZ, if the length of segment YU = 36, segment ZV = 60 and segment XU = 60. X. Y 60 36 60 U The length of segment XZ is

Q: Find the missing side length of X

A: Given: A right-angle triangle with one angle as 90°, second angle as 45° and one side of length 4…

Q: 30 6.

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Q: 9. 48 14

A: We will use triangle cosine formula : CosA=( b^2+c^2- c^2)/2*b*c

Q: Find in terms of x and y. xp

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Q: 10.0 cm 50° 55°

A: We have, x = 12.61  The detailed solution is as follows below:

Q: Find the missing side length of X

A: We will use trigonometry to solve this

Q: Figure 1 Figure 2

A: in figure 1) Both of the shapes have some hollow parts in their internal area which shows the some…

Q: Find the area of a triangle with vertices (-3, 2, 5), (1, 0, 8) and (0, -5, -5). Give your answer…

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Q: G Parallelogram Not necessarily a parallelogram B D O Parallelogram Not necessarily a parallelogram…

A: We will find the required.

Q: Draw a parallelogram

A: To draw a parallelogram .Parallelogram :- A parallelogram is a simple quadrilateral with twopairs…

Q: Directions: Find the value of X and Y in the parallelogram below. Show your calculations and…

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Q: A parallelogram has both pairs of opposite sides equal. True or false?

A: Since we know that a parallelogram has a pairs of opposite sides equal and parallel

Q: Hannah likes to participate in long distance runs, and wears a monitor to make sure she is keeping a…

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Q: Find the work required to move the object on the line segment. Please refer to attached image.

A: As a first step we need to parameterize the curve C. The curve has two points (1, 4, 1) and (4, 16,…

Q: 1,000 m QuestiIOn (a) A light aircraft is flying at a constant altitude of 1,000 m in a straight…

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Q: Municipal Hall Police Station• School Public Library . Peoples' Park Church Hospital -1 -2 Geo…

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Q: Y 5 4 3.

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Q: Explain mathematically or create your own illustration about the Axioms and Postulates. AXIOMS 1.…

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Q: a. In cot(1 – 4i) b. (3e) i C. z2 – 2z = log(-2), Calculate the value/s of z d. (V1– 2i)7

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Q: (Trigonometry) Find the length of the side H. 45° 20

A: In right angle triangle,   sin θ=oppositehypotenuse we have, opposite=20, θ=45°, hypotenuse=H