What Do You Know About Pseudo-polyomino?
The term “Pseudo-polyomino” is a form of recreation mathematics that deals with plane figures and side polygons featuring square cells. Are you looking to improve your knowledge of Pseudo-Polyomino? This quiz has been designed to cover the basic aspects of the Pseudo-Polyomino. Test your Knowledge with this quiz questions.
- 1.
Pseudo polyamino is basically aplane geometric figure formed by joining one or more equal squares edge to edge or to corner at which degree?- A.
60
- B.
90
- C.
120
- D.
360
- 2.
Polyominoes can distinguished by employing how many methods?
- A.
2
- B.
3
- C.
4
- D.
5
- 3.
Who discovered the modern algorithm for enumerating the fixed polyominoes?
- A.
Ivan selk
- B.
Andrew conway
- C.
Iwan Jensen
- D.
Patrick berger
- 4.
When a polyomino contains a square, known as the root, such that every other square can be reached by movements of up or right one square, without leaving the polyomino it is known to be?
- A.
Admissible
- B.
Polarised
- C.
Smooth
- D.
Directed
- 5.
When a polyomino is equals to its perimeter it is said to be?
- A.
Equable
- B.
Balanced
- C.
Equilibrium
- D.
Admissible
- 6.
Video games such as Tetris is uses the seven one-sided Polyominomes called?
- A.
Tetrominoes
- B.
Petominoes
- C.
Dectominoes
- D.
Octominoes
- 7.
An example of a board game that uses polyominoes is?
- A.
Backgammon
- B.
Monopoly
- C.
Chess
- D.
Blokus
- 8.
Which of the following depicts the graphs of vertices and edges of polyominoes?
- A.
SquareGraphs
- B.
Polygraphs
- C.
Percolation theory
- D.
Polyamino edge
- 9.
Free polyominoes are said to be distinct in what scenario?
- A.
When there is no graph at the edge of the Polyominies
- B.
When there is a rigid transformation of each other
- C.
When none is a rigid transformation of anther other
- D.
When there are two sides to the Polyominoes
- 10.
Polyominoes have been used in popular puzzles way back starting from the late?
- A.
1900s
- B.
1930s
- C.
1940s
- D.
1970s
Questions: 10 | Attempts: 19237 | Last updated: Mar 22, 2022
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