Questions


December 2022 1 2 Report
The tropic of Cancer is the latitude for which the Sun is directly overhead on the summer solstice. At this time, the sun is at a declination of 23° N of the celestial equator, and the corresponding latitude on Earth is 23° N of the equator. If the Earth were tilted a bit kess, then the Tropic of Cancer would be at a lower latitude, closer to the equator. The Artic Circle marks the southernmost latitude for which the day length is 24 hours on the day of the summer solstice. This is located at 90°-23°=67° N of the Earth's equator. If Earth were tilted a bit less, then the Artic Circle would move farther North. In the limit at which Earth is not tilted at all (its axis is perpendicular to the ecliptic), the Tropic of Cancer would be right on Earth's equator, and the Artic Circle would simply be the North Pole. Suppose the tilt of Earth's axis were tilted only 5°. What would be the effect on the seasons and the locations of the Tropic of Cancer and Artic Circle?

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