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Letters that can form 1 or 2 polygons with an additional line segment typically include those with straight edges and closed shapes. For example, the letter "A" can be viewed as a triangle (polygon) with an extra line segment forming the crossbar. Similarly, the letter "H" can be seen as two rectangles (polygons) connected by a line segment. Other letters like "O" and "C" could also be adapted creatively to fit this criterion.

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6mo ago

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Related Questions

What letters can make polygons by drawing a line segment to it?

Letters that can form polygons by drawing line segments include those with straight edges, such as A, B, C, D, E, F, H, K, L, M, N, P, R, and T. These letters can be connected to create closed shapes, like triangles, rectangles, or other polygons. In contrast, letters with curved edges, such as O, Q, or S, cannot form polygons as they do not have straight line segments.


What letters can you make with 2 polygons by drawing 2 more line segments?

wat do you mean


What letters can be used by 3 line segments to make 3 polygons?

None in the Roman alphabet.


Which letters can you use to make polygons by drawing just one line?

They are L and V which will take the form of triangles


How can you make polygons of some letters by drawing just one line?

Pr2 Pie r squared That should work


Which alphabet letters can you make exactly 2 polygons by drawing 2 more line segments?

The letters X L T


How can you make a line segment without lines?

You cannot. As soon as you have a line segment you have a line.


Do two points make a line?

no, they make a line segment.


How do you make a sentence with the word line segment?

A line segment in geometry is a distinctive line that has end points.


What letters can you make 3 polygons by adding 3 line segments?

6


Which letter can you make into 1 or 2 polygons by adding one more line segment?

The answer depends on the font being used. I, L, M, N, V, W and Z in sans serif upper case.


Can you make a line segment longer than the diameter of circle?

Not if the whole segment is inside the circle.