a regular octagon has the same length all sides. so with the given angle draw 8 sides at an angle of 135 degrees from each other
To draw an 8-pointed star, start by drawing a regular octagon, which is an eight-sided polygon. Then, draw a line segment connecting the opposite vertices of the octagon, crossing over its center. Finally, draw a line segment connecting the midpoints of the sides of the octagon. Repeat this step on all sides to create the remaining lines, forming an 8-pointed star in the middle.
5.
To draw an octagon with two right angles and two lines of symmetry, start by drawing a regular octagon. Then, identify two opposite vertices and draw a perpendicular line from each of these vertices to the opposite side. This will create two right angles within the octagon. Finally, draw lines of symmetry by connecting the midpoints of opposite sides, creating two lines of symmetry that pass through opposite vertices.
you draw it with 2 sides of the same length and 1 that isn't the same as the others
a regular octagon has the same length all sides. so with the given angle draw 8 sides at an angle of 135 degrees from each other
An octagon is an eight-sided pentagon where all sides are equal length and all angles are equal. To draw an octagon in Logo, you move forward the length of a side and then turn 45 degrees, repeating 8 times (8x45=360). The following will therefore draw an octagon with a side length of 100 pixels: repeat 8 [fd 100 rt 45]
To draw an 8-pointed star, start by drawing a regular octagon, which is an eight-sided polygon. Then, draw a line segment connecting the opposite vertices of the octagon, crossing over its center. Finally, draw a line segment connecting the midpoints of the sides of the octagon. Repeat this step on all sides to create the remaining lines, forming an 8-pointed star in the middle.
5.
Draw a rectangle. And you probably mean "congruent sides," or "sides of equal length."
There is no 'most' - if you had enough time, you could draw a polygon with a billion sides, or a billion billion...... Then you could still always add more sides.
no ****************** Draw a vertical line through the centre of the number 6. As both sides are not identical, then there is no symmetry. Do the same with a capital H, and there is symmetry, as both sides of the vertical line are identical.
To draw an octagon with two right angles and two lines of symmetry, start by drawing a regular octagon. Then, identify two opposite vertices and draw a perpendicular line from each of these vertices to the opposite side. This will create two right angles within the octagon. Finally, draw lines of symmetry by connecting the midpoints of opposite sides, creating two lines of symmetry that pass through opposite vertices.
you draw it with 2 sides of the same length and 1 that isn't the same as the others
if it is identical on both sides when you draw a line... a lot of times you just need to look at it of measure matching sides.
Given: ABCDEFGH is a regular octagon; diameter (diagonal) = d Let the side length of the octagon be s. Label with O the intersection of the diagonals. Look at the formed isosceles triangle AOB. Draw the apothem OK, which is also the altitude of the triangle AOB, which bisect the side AB. Look at the right triangle AOK. Here we have: The length of AK is s/2. The length of AO is d/2. The angle A is 67.5° (135°/2) So that, cos 67.5° = (s/2)/(d/2) .383 = s/d (.383)d = (s/d)(d) (.383)d = s Thus, the side length of the octagon equals (.383)d.
To divide an octagon into thirds, you would first need to draw lines from each vertex (corner) to the opposite vertex, creating four smaller triangles within the octagon. Next, draw a line connecting the midpoints of two opposite sides of the octagon, creating a line of symmetry. This line will divide the octagon into two equal parts. Finally, draw another line parallel to the first line of symmetry, but one-third of the way from the first line to the opposite side of the octagon. This will divide the octagon into three equal parts, each representing one-third of the total area.