Question

question draw in all lines of symmetry in the shape below. if there are no lines of symmetry, submit an answer without drawing them in. plot a line by clicking in two locations. click a line to delete it. answer attempt 1 out of 2 submit answer

Explanation:

Step1: Identify the shape

The given shape is a four - pointed star - like figure (a type of quadrilateral - related symmetric figure), which is a square - like shape with curved sides, also known as a squircle or a symmetric quadrilateral with 4 lines of symmetry.

Step2: Determine lines of symmetry

A square (and this similar symmetric figure) has 4 lines of symmetry: two diagonals and two lines that are perpendicular bisectors of the opposite sides. For this figure, we can draw the vertical line of symmetry (passing through the top and bottom vertices), the horizontal line of symmetry (passing through the left and right vertices), and the two diagonal lines (passing through opposite vertices). But since the problem is about drawing lines of symmetry, we can start with one of them. Let's take the vertical line of symmetry. To draw it, we can click at the top vertex and the bottom vertex of the figure. Similarly, we can draw the horizontal line by clicking at the left and right vertices, and the two diagonals by clicking at opposite vertices.

Answer:

The figure has 4 lines of symmetry. To draw them, for the vertical line, click at the top - most and bottom - most points of the figure; for the horizontal line, click at the left - most and right - most points; for the two diagonals, click at the pairs of opposite vertices. (Since the drawing is done by clicking two points, we can represent one of the lines, say the vertical line, as drawn by clicking the top and bottom vertices of the figure.)