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QUESTION IMAGE

draw in all lines of symmetry in the shape below. if there are no lines…

Question

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

Explanation:

Step1: Identify vertical symmetry

A vertical line through the center (the center of the circle and the midpoint of the vertical and horizontal shapes) will divide the figure into two mirror - image halves. So, we can draw a vertical line passing through the top and bottom vertices of the vertical - oriented shapes and the center of the circle.

Step2: Identify horizontal symmetry

A horizontal line through the center (the center of the circle and the midpoint of the horizontal - oriented shapes) will divide the figure into two mirror - image halves. So, we can draw a horizontal line passing through the left and right vertices of the horizontal - oriented shapes and the center of the circle.

(Note: Since this is a drawing - based problem, the actual drawing is done by plotting two points for each line. For the vertical line, we can click at the topmost point of the top - oriented shape and the bottommost point of the bottom - oriented shape (both passing through the center of the circle). For the horizontal line, we can click at the leftmost point of the left - oriented shape and the rightmost point of the right - oriented shape (both passing through the center of the circle).)

Answer:

The figure has two lines of symmetry: one vertical line passing through the center (connecting the top and bottom vertices of the vertical - aligned shapes) and one horizontal line passing through the center (connecting the left and right vertices of the horizontal - aligned shapes). To draw them, plot a vertical line by clicking at the top of the upper shape and the bottom of the lower shape (through the circle's center), and a horizontal line by clicking at the left of the left - hand shape and the right of the right - hand shape (through the circle's center).