Question

draw in all lines of symmetry in the shape below. if there are no lines of symmetry, submit an answer without drawing
plot a line by clicking in two locations. click a line to delete it.
answer attempt 1 out of 3
submit answer

Explanation:

Step1: Analyze the shape's symmetry

The given shape appears to be symmetric about two lines: one vertical (the vertical line through the center) and one diagonal (the line shown with the two dots). A line of symmetry divides a shape into two mirror - image halves. For this shape, we can observe that folding the shape along these two lines would result in the two halves coinciding.

Step2: Identify all lines of symmetry

By visually inspecting the shape, we can see that there are two lines of symmetry. One is the vertical line passing through the center of the shape (from the top - most point to the bottom - most point of the central part), and the other is the diagonal line (connecting the two dots shown in the diagram) that also divides the shape into two congruent and mirror - image parts.

Answer:

The shape has two lines of symmetry. One is the vertical line through its center, and the other is the diagonal line (connecting the two marked points). To draw them, for the vertical line, click at a point on the top of the shape's central vertical axis and a point on the bottom of the central vertical axis. For the diagonal line, click at the two marked points (or points along that diagonal that divide the shape into two mirror - image halves). If we were to describe the number, the shape has 2 lines of symmetry.