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Pastime with Symmetrical Flags
Flags and Symbols
"Can you identify the symmetries of various world flags? Terminology: a flag identical to its left or right mirror image will be called "sidewise symmetrical", and a flag identical to its top or bottom mirror image will be called "topwise symmetrical"."
15 Points Per Correct Answer - No time limit
Which of the following flags is sidewise symmetrical?
For example, the Bulgarian flag is sidewise symmetrical.
Which of the following flags is NOT topwise symmetrical?
For example, the Spanish flag is not topwise symmetrical.
Which of the following flags is BOTH sidewise symmetrical AND topwise symmetrical?
For example, the Jamaican flag is both sidewise symmetrical and topwise symmetrical.
Russian Federation (Russia)
Which of the following flags is NEITHER sidewise symmetrical NOR topwise symmetrical?
For example, the Brazilian flag is neither sidewise symmetrical nor topwise symmetrical.
Which of the following statements is true?
The Canadian flag is sidewise symmetrical
The Union Jack is topwise symmetrical
The Star Spangled Banner is sidewise symmetrical
The Australian flag is sidewise symmetrical
What is the common bond between the flags of Singapore, Turkey and Tunisia?
Red and white colours
Have a crescent
All of these
The Ugandan flag is NOT SIDEWISE symmetrical.
Which of the following is a true statement regarding its sidewise mirror image?
All of these
The bird's tail is tilted upwards
The order of the stripes is reversed
The bird is looking to the right
The Greek flag is NEITHER topwise symmetrical NOR sidewise symmetrical.
Which of the following is a valid explanation for this fact?
The white cross is on the top
The white cross is on the left
What is the symmetry property of the South African flag?
Which of the following statements is the TRUE one?
The flag of Laos is topwise symmetrical but not sidewise symmetrical
The Indian flag is both sidewise and topwise symmetrical
The Japanese flag is both sidewise and topwise symmetrical
The flag of Palau is sidewise symmetrical
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Compiled Jun 28 12