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What are some limitations of using this model to explain the phases of the moon? Consider factors like size and distance between objects in your response.

(2 points)

3 answers

When using a model to explain the phases of the moon, there are several limitations to consider regarding the size and distance between the Earth, Moon, and Sun:

  1. Scale and Size Representation: Most models often simplify the relative sizes of the Earth, Moon, and Sun. For instance, the Moon is about 1/4 the size of Earth, and the Sun is about 400 times larger than the Moon. This disparity in size can be difficult to represent accurately in a scaled model, making it challenging to visually convey the true proportions of the objects involved and their influence on the observed lunar phases.

  2. Distance Between Objects: The average distance from the Earth to the Moon is about 238,855 miles (384,400 km), while the distance from the Earth to the Sun is approximately 93 million miles (150 million km). In many models, these distances are often not accurately conveyed, leading to misconceptions regarding the spatial relationships. This could affect the understanding of how light from the Sun illuminates the Moon and creates the various phases as observed from Earth, especially the angles involved in the alignment of these celestial bodies.

Overall, these limitations can hinder a comprehensive understanding of the mechanics behind the phases of the moon and may lead to oversimplified or incorrect interpretations of this astronomical phenomenon.

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  1. Size Representation: Models often oversimplify the relative sizes of the Earth, Moon, and Sun, making it hard to convey true proportions.

  2. Distance Misrepresentation: The vast distances (238,855 miles to the Moon and 93 million miles to the Sun) are often not accurately depicted, leading to misconceptions about their spatial relationships and how they affect lunar phases.