Early Scientific Measurements Diameter of Earth Diameter of Moon Distance Between Earth in addition to Moon Distance Between Earth in addition to Sun

Early Scientific Measurements Diameter of Earth Diameter of Moon Distance Between Earth in addition to Moon Distance Between Earth in addition to Sun

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Distance Between Earth in addition to Moon Coin Diameter DiaCoin 1 NEW OBSERVATION: —- = — = – Earth-Coin Distance LEarth-Coin 110 Scenario: When the moon is full, a small coin can be located an appropriate distance from our eye to perfectly block out the moon. Distance Between Earth in addition to Sun NEW OBSERVATIONS: SEM Angle = 87 Degrees EMS Angle = 90 Degrees Scenario: When the phase of the moon is a perfect quarter the Earth-Moon-Sun angle will be 90 degrees, resulting in the three celestial bodies lying at the vertices of a right triangle. Diameter of the Sun Sun Image Diameter DiaSun Image 1 NEW OBSERVATION: —– = — = – Earth-Paper Distance LEarth-Paper 110 Scenario: When the light from the sun passes through a pin hole in a piece of paper in addition to shines on the ground, a set of similar triangles is created.

Accuracy of These Measurements The currently accepted values as long as the 5 quantities measured by these early scientists are as follows (to two significant digits): DiaEarth = 13,000 Km DiaMoon = 3,600 Km LEarth-Moon = 390,000 Km DiaSun = 1,400,000 Km LEarth-Sun = 150,000,000 Km Absolute in addition to Relative Error are often used to quantify the level of agreement between estimates in addition to accepted values: Illustrate the level of agreement between the currently accepted values in addition to estimates of early scientists by completing the following table (remember: 1 Km = 1000 m)

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