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Geometry

Geometry = Math of Euclid. Geometry is the Branch of math known for shapes (polygons), 3D figures, undefined terms, theorems, axioms, explanation of the universe, and pi.

176,573 Questions

What is a 32 sided object called?

A 32-sided object is called a triacontadigon. In geometry, it is a type of polygon, specifically a convex polygon with 32 edges and vertices. The term derives from the Greek words "triaconta," meaning thirty, and "gonia," meaning angle.

Is circle a 2d or a 3d shape?

A circle is a 2D (two-dimensional) shape.

It has:

Length and width

No thickness or depth

A circle is flat and lies on a plane.

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What are different names of printing?

Different names of printing include lithography, gravure, flexography, screen printing, and digital printing. Each technique utilizes distinct methods and materials, catering to various applications such as commercial, artistic, and industrial printing. Additionally, offset printing and letterpress are traditional methods still used today for specific purposes.

What are 3 examples of a parallel circut?

Three examples of parallel circuits include: 1) household electrical wiring, where multiple outlets are connected in parallel to ensure that devices can operate independently; 2) Christmas lights, where if one bulb burns out, the others remain lit; and 3) battery connections in flashlights, where batteries can be arranged in parallel to increase the overall current capacity without altering the voltage.

How many vertices does a 3D L shape have?

A 3D L shape, which can be visualized as a three-dimensional figure resembling the letter "L," typically has 8 vertices. This includes the corners of the two perpendicular sections of the shape, along with the vertices that connect these sections in space. The exact number may vary depending on the specific design of the L shape, but in its simplest form, it consists of 8 vertices.

What is anicidence angle of gyrocopter rotor?

The incidence angle of a gyrocopter rotor, also known as the angle of attack, refers to the angle between the chord line of the rotor blade and the relative wind or airflow. This angle is crucial for generating lift, as it affects the airflow over the rotor blades. Adjusting the incidence angle allows pilots to control lift and performance during flight. Proper management of this angle is essential for safe and efficient operation of the gyrocopter.

When base and height increase 2 times how much does the perimeter increases?

When the base and height of a rectangle are both doubled, the new dimensions become 2 times the original base and 2 times the original height. The perimeter of a rectangle is calculated as ( P = 2 \times (\text{base} + \text{height}) ). Therefore, when both dimensions are doubled, the new perimeter becomes ( 2 \times (2\text{base} + 2\text{height}) = 4 \times (\text{base} + \text{height}) ). This means the perimeter increases by a factor of 2.

How does a hexagon with 3 lines of symmetry look like?

A hexagon with three lines of symmetry can be visualized as a regular hexagon where the lines of symmetry pass through opposite vertices and the midpoints of opposite sides. One line of symmetry can run vertically through two opposite vertices, while the other two can bisect the hexagon horizontally and diagonally. This configuration typically results in a hexagon that appears uniform and balanced around these axes, maintaining equal angles and side lengths.

What two polygons can be used to make a pentagon?

A pentagon can be constructed using a triangle and a quadrilateral. By placing the triangle adjacent to one side of the quadrilateral, the combined shape forms a pentagon. Alternatively, two triangles can be arranged to create a pentagon by ensuring they share one side.

What is the difference between area of curved surface of cylinder and surface area of cylinder?

Curved surface area includes the area of the length of the cylinder only whereas surface area includes the two bases as well...

What is the surfqace area of a cylinder?

Agreed with anonymous 14 y ago.

However,

2pir^(2) + 2pirh

can be factor to

2pir(r + h)

So S.A.(Cyl) = 2pir(r + h)

e.g. a cylinder of radious 2 cm and a height/length of 24 cm

Has a surface area of

SA(cyl) = 2(3.14)(2(2 + 24) =>

SA(Cyl) = 3.14(4)(26)

SA(Cyl) = 3.14(104)

SA(Cyl) = 326.56 cm(2)

What is the common ratio of side AD to side WZ?

To determine the common ratio of side AD to side WZ, you would need the lengths of both sides. The common ratio is calculated by dividing the length of side AD by the length of side WZ. If you provide the specific lengths of these sides, I can help you find the ratio.

What does dodecagon mean?

A Twelve(12) sided 2-dimensional figure.

From the Classical Languages.

'Do' ; two(2)

'Deca' ; ten(10)

'Gon' ; a 2-dimensional figure.

NB 2 + 10 = 12

Hence 'Dodeca' ...

How many symmetry lines does a square have?

Four(4)

They are:-

Centre Top to Centre Bottom

Centre Left to Centre Right

Top Left Corner to Bottom Right Corner

Top Right Corner to Bottom Left Corner.

NB All four lines pass through the centre of the square

The triangle shaped bonein your upper back?

The triangle-shaped bone in your upper back is called the scapula, or shoulder blade. It connects the humerus (upper arm bone) to the clavicle (collarbone) and plays a crucial role in shoulder movement and stability. Each person has two scapulae, one on each side of the body, which also serve as attachment points for several muscles involved in arm and shoulder motion.

What was the trianguler trade?

The triangular trade was a transatlantic trading system that operated from the late 16th to the early 19th centuries, connecting Europe, Africa, and the Americas. European ships transported manufactured goods to Africa, where they were exchanged for enslaved people. The enslaved individuals were then shipped to the Americas to work on plantations, primarily producing sugar, tobacco, and cotton. The final leg of the triangle involved the transport of raw materials back to Europe, completing the cycle of trade that greatly enriched European economies.

What is the most common shapes used in construction?

The most common shapes used in construction are rectangular and square shapes, primarily due to their efficiency in maximizing space and ease of construction. Triangular shapes are also prevalent, especially in trusses and roof structures, as they provide structural stability. Additionally, cylindrical shapes are used in columns and tanks for their strength and ability to evenly distribute loads. These shapes are fundamental in creating durable and functional buildings.

How many tons of dirt needed to fill a 13 x 20 x 6ft swimming pool?

Depends on the density of 'dirt'. I'll guess about 2.5 x that of water. 13 x 20 x 6 x 62.4 x 2.5 / 2000 = 121.68 tons of course if my guess for dirt is too high, just divide by 2.5 and multiply by the real specific gravity of dirt.

What do you call a picece of landsurrouned with water on all sides?

A piece of land surrounded by water on all sides is called an "island." Islands can vary greatly in size and can be found in oceans, seas, rivers, and lakes. Some islands are inhabited, while others remain uninhabited or serve as nature reserves.

What letters don't have parallel lines?

A, b, c, d, g, j, k, l, o, p, q, r, s, t, u, v, x, y

What shape has an area double the perimeter?

A shape that has an area double its perimeter is a specific case of a rectangle. For example, consider a rectangle with a length of 2 units and a width of 1 unit. This rectangle has an area of 2 square units and a perimeter of 6 units, satisfying the condition that the area (2) is half of the perimeter (6), which means the area is double the perimeter when the condition is reversed. However, other shapes, like certain trapezoids or irregular polygons, can also meet this criterion depending on their dimensions.

Who is the secritary of the interior?

As of my last update in October 2023, the Secretary of the Interior is Deb Haaland. She made history as the first Native American to serve in a cabinet position when she was confirmed in March 2021. The Department of the Interior is responsible for managing and conserving federal land and natural resources, as well as upholding the government’s trust responsibilities to Native American tribes.