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Alphabet cutouts are made using reflection symmetry.
A line of symmetry divides a figure into two mirror-image halves.
The paper is first folded in half.
Only half of the letter is drawn along the fold.
H has one vertical and one horizontal line of symmetry.
The paper is folded vertically and horizontally to make four equal parts.
Letters with two lines of symmetry can be made by drawing one-fourth of the letter.
A has one vertical line of symmetry.
E has a horizontal line of symmetry.
One-fourth of the letter is enough because the folds create the remaining parts by reflection.
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