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Drawing a Square - Contenido educativo
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Let's make a square. The first thing we need to decide is the size of the side
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of the square. I'm going to do it of 6 centimeters so from 0 to 6 I make a
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straight line or a segment with two vertex. I'm going to call this A and
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this B just to understand to make us understand each other's okay now I need
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to put 90 degrees over each point and I place this square with the I place the
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square with the hypotenuse behind the line and behind the hypotenuse I
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place the cartabon like this yeah I think we have seen already that and now
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I turn the square and when I slide the square all the lines I can draw in the
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hypotenuse are going to be perpendicular to this one but I only want to draw two
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I want to draw this over A, a perpendicular line over the point A, I'm
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going to do it longer, and over B. In this case it has to be shorter but it doesn't
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matter if I, with care, I do it a little bit longer. Now I take the compass, a good
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compass yeah and I place a needle in the compass on one of the edges of the
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first segment for example in B and I put the pencil in the other point in E and I
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make a short arch and a soft arch that cuts the perpendicular line in one
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point. This point is going to be C. And I repeat the same operation, placing the
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compass in A and with the same measure of 6 centimeters I cut the other
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perpendicular lines in this point that is going to be called D. Obviously I can
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measure it directly okay if I don't have a compass of oh I want just to measure from 6 to 0 for
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example yeah the measure of the other two two sides and now I join these two points and when
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I join it I check that there is a distance of six centimeters between them it is okay so now
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Now I have my perfect square, a polygonal figure made with four sides that measure the same and with 90 degrees in each corner, in each angle.
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- Valoración:
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- Autor/es:
- Lucía S.
- Subido por:
- Lucia S.
- Licencia:
- Reconocimiento - Compartir igual
- Visualizaciones:
- 67
- Fecha:
- 18 de noviembre de 2020 - 9:57
- Visibilidad:
- Público
- Centro:
- IES FRANCISCO DE QUEVEDO
- Duración:
- 03′ 22″
- Relación de aspecto:
- 1.78:1
- Resolución:
- 640x360 píxeles
- Tamaño:
- 71.95 MBytes
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