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Authored by Sam Albee

Developing parquetry

Developing parquetry

Parquetry is the process of laying out a surface with figures without gaps. The simplest shapes for a parquetry are obtained by laying regular polygons (e.g. equilateral triangle, square, regular hexagon) next to each other - pay someone to do my homework . To be able to draw a parquetry with a self-designed pattern, it is best to proceed in the following steps:

- Draw a square (e.g. 4 cm x 4 cm) on a sheet of paper.

- The right side of the figure is drawn on this square.

- Cut the square at this drawn line, swap the sides and join them together.

- Now you can also draw a figure border on the lower side.

- Cut out the superfluous piece along the edge of the figure and add it to the top of the figure.

Now a figure has been created that can be reproduced with a copier or tracing paper - computer science homework help . It is also possible to trace the figures on different coloured paper. This figure is now coloured with a lot of imagination.

If you place them next to each other and have worked carefully, you will get a beautiful parquetry without gaps with its own pattern. Of course, you can also use an isosceles triangle as a starting figure.

Lexicon Mathematics 7 Planimetry 7.4 Movement, Congruence and Symmetry 7.4.1 Special Movements Point Reflection

Point mirroring

A reflection is a congruence mapping in the plane. A distinction is made between point mirroring and straight line mirroring - math homework help (axis mirroring). A point reflection at point Z is a one-to-one mapping of the plane onto itself, in which the image P' of each point P is valid:

P' lies on the circle around Z through P.
P' lies on the straight line through P and Z.

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