5-Point Star

Instructions:

Below, you will find a 5-point star.[br][br]✔️ Use the slider (a) to rotate the star between 0 and 360 degrees.[br]✔️ Use the check boxes and sliders (α and β) to explore the star's line(s) of reflection.

Specify a line of reflection (symmetry) that will carry the 5-sided star onto itself.

A reflection along a vertical line passing through the center of the star A reflection along a vertical line passing through the star A reflection along a horizontal line passing through the center of the star A reflection along a horizontal line passing through the star

What is the minimum angle of rotation that will map the 5-sided star onto itself?

Which of the following are angles of rotation that will map the 5-sided star onto itself?

180 degrees 72 degrees 360 degrees 270 degrees 45 degrees 90 degrees 288 degrees 144 degrees

Which of the choices below describe the type of types of symmetry this figure has?

Rotational symmetry Both reflectional and rotational symmetry Reflectional symmetry Neither reflectional or rotational symmetry

Explain your reasoning:

Write at least 5 sentences explaining your answers.

5-Point Star

Instructions:

Explain your reasoning:

Information: 5-Point Star