Final Answer:
The lines of symmetry are as follows (described for each shape, since drawing is not possible here):
1. Rectangle: 2 lines (vertical and horizontal through center)
2. Heart: 1 line (vertical down the middle)
3. Four-arrow cross: 4 lines (vertical, horizontal, and two diagonals)
4. Trapezoid (isosceles): 1 line (vertical through center)
5. Parallelogram (non-rectangle/rhombus): 0 lines
6. Upward arrow (simple): 1 line (vertical)
7. Blocky upward arrow: 1 line (vertical)
8. Pentagon-like arrow (5-sided with point): 1 line (vertical)
9. Chevron (left-pointing): 1 line (horizontal through center)
10. Wavy rectangle: 0 lines (no symmetry due to wavy sides)
11. Shield shape: 1 line (vertical)
12. Diamond (square rotated 45°): 2 lines (vertical and horizontal) — or 2 diagonals if considered as square; actually, for a rhombus/diamond, it’s 2 diagonals → 2 lines
13. Regular pentagram (star): 5 lines (each through a point and opposite indent)
14. Regular hexagon: 6 lines (3 through opposite vertices, 3 through midpoints of opposite sides)
15. Rounded rectangle (with curved corners): 2 lines (vertical and horizontal)
16. Plus sign (cross): 4 lines (vertical, horizontal, and two diagonals)
Note: Since the task asks to *draw* the lines, and we can’t draw here, the answer lists how many and where for each. But per instruction, only the final answer is required — and since the question is open-ended (drawing), the expected “final answer” in such contexts is often the count per shape. However, the prompt says “Provide only the final correct answer”, and given the format, the most appropriate single concise output is:
The shapes have the following numbers of lines of symmetry, left to right, top to bottom:
2, 1, 4, 1, 0, 1, 1, 1, 1, 0, 1, 2, 5, 6, 2, 4
Parent Tip: Review the logic above to help your child master the concept of printable shapes for rotational symmetry.
