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Moon Phases Collaborative Poster | Lunar Cycle, Constellations Bulletin Board

Grade Levels
7th - 10th
Standards
Formats Included
  • PDF
Pages
48 pages (37 poster pages + instructions)
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Description

This Lunar Cycle Collaborative poster will help your students gain a better spatial understanding of the moon phases by showing the motion of the Earth and Moon around the Sun. The Sun is located in the center, surrounded by the title, then the 12 months of the year. For each month, students will use the location of the sunlight, Earth and Moon to determine the moon phase for that position. They will cut and paste the correct moon phase in the square. Students may also be expected to label each moon phase and draw the position of the Moon as it orbits the Earth.

Extend this activity by adding the outer constellation hexagons. Students will understand why some constellations are not visible at certain times of the year, by showing the relative position of the Earth, Sun and stars.

This PDF file includes:

★ 4 options for student instructions (see preview)

★ 7 pages with visual instructions for teachers (see preview)

★ 37 pages of hexagons to create the poster display

These lessons and review Doodle Notes will further support teaching about Moon Phases and Constellations:

Moon Phases all-in-one Lesson - PowerPoint, editable notes, bell ringers, puzzle & more!

Constellations all-in-one Lesson - PowerPoint, editable notes, bell ringers & a room transformation with constellations!

Moon Phases Doodle Note

Constellations Doodle Note

Total Pages
48 pages (37 poster pages + instructions)
Answer Key
N/A
Teaching Duration
N/A
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Standards

to see state-specific standards (only available in the US).
NGSSMS-ESS1-1
Develop and use a model of the Earth-sun-moon system to describe the cyclic patterns of lunar phases, eclipses of the sun and moon, and seasons. Examples of models can be physical, graphical, or conceptual.
NGSSHS-ESS1-4
Use mathematical or computational representations to predict the motion of orbiting objects in the solar system. Emphasis is on Newtonian gravitational laws governing orbital motions, which apply to human-made satellites as well as planets and moons. Mathematical representations for the gravitational attraction of bodies and Kepler’s Laws of orbital motions should not deal with more than two bodies, nor involve calculus.

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