With which letter can you make exactly 2 polygons by drawing 2 more line segments?
What letters? You cannot copy and paste here.
XLT
To determine which letter can be used to make exactly 2 polygons by drawing 2 more line segments, we need to consider the number of line segments that can be drawn from each letter.
Let's analyze the possibilities for each letter:
1. Letter A: By drawing two more line segments, we can create a triangle (3-sided polygon) or a quadrilateral (4-sided polygon). So, using the letter A, we can make exactly 2 polygons.
2. Letter B: By drawing two more line segments, we can create a triangle or a pentagon (5-sided polygon). So, using the letter B, we can make more than 2 polygons.
3. Letter C: By drawing two more line segments, we can create a triangle or a pentagon. So, using the letter C, we can make more than 2 polygons.
4. Letter D: By drawing two more line segments, we can create a triangle or a pentagon. So, using the letter D, we can make more than 2 polygons.
5. Letter E: By drawing two more line segments, we can create a square (4-sided polygon) or a pentagon. So, using the letter E, we can make more than 2 polygons.
Based on the analysis, the only letter that can be used to make exactly 2 polygons by drawing 2 more line segments is the letter A.