8. Name the bases of the trapezoid shown below; A D C B

Q: Use triple itegral.in cylindrical. coordinates to mass of a- find. sphere .with density S. te. ass…

A: Mass is calculated by tripple integral of density.

Q: Find the length of the midsegment of each trapezoid. 1) K. 5.8 H 12.2 A) 11 C) 6 B) 10 D) 9

A: To find: The length of midsegment of trapezoid. Formula used: The length of midsegment of trapezoid…

Q: (a) Use a ruler and compass (a piece of string attached to a pencil is fine) to help you draw a…

A: Thus the required shapes with a proper measurement can be drawn by following the below…

Q: Each lateral face of a regular hexagonal pyramid has lateral edges of length 10 inches and a base…

A: Each face is an isosceles triangle with side of 10 and base 12.

Q: - 1. triangle a. a slice of a rectangular pyramid perpendicular to the base but not through the apex…

A: The given shapes in the question will be as following: Rectangular Pyramid:…

Q: In trapezoid ABCD, AB||CD. If mZA= x + 7 and mZD= 2x-1 , find mZD. A B. (Not drawn to scale) Answer:…

A: Given that in a trapezoid AB is parallel to CD and the adjacent sides m∠A=x+7 and m∠D=2x-1. We need…

Q: In the diagram below of isosceles trapezoid ABCD, AB=CD=25, AD=26, and BC=12. What is the length of…

A: Due to symmetry in the right triangles both sides AE = FD = 7

Q: What is the area of trapezoid ABCD? 5 ft- 3 ft 8 ft 21 ft 39 ft? 58 ft2 121 ft2 242 ft? 0000

A:

Q: 2) Find the measure, in degrees, of the angle formed by the planes 3x + 2z = 1 and -3y - 5z = 1.…

A:

Q: Drag the appropriate answer from the choices given into the box provided. Quadrilateral ABCD is a…

A: In a trapezoid, the two opposite sides (known as the bases) are parallel to each other. In this…

Q: Quadrilateral HIJK is an isosceles trapezoid and mZK=t+ 65°. What is the value of z? Submit K H 1

A: Since the quadrilateral HIJK is an isosceles triangle, we must have           m ∠K = m ∠H…

Q: In the following isosceles trapezoid, find the value of x. 8. 25 25 22 23 22 25 24

A:

Q: Part I: Construction on the Plane 1. Using a straightedge, construct AABC on a sheet of paper. 2.…

A: