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The circumference of Earth at the equator is 24,900 miles. Calculate how fast someone at the equator is rotating in miles per hour. If the rotational speed of Earth were to slow down, how might this impact daytime highs and nighttime lows?

Short Answer

Expert verified
Earth's equatorial speed is 1037.5 mph. Slower rotation may cause hotter days and cooler nights.

Step by step solution

01

Identify the Quantity to Find

We need to calculate how fast someone at the equator is rotating in miles per hour. The circumferential distance around the Earth at the equator is 24,900 miles.
02

Consider Earth's Rotation Period

Earth completes one full rotation around its axis approximately every 24 hours. This rotation period is critical for calculating the rotational speed.
03

Calculate the Rotational Speed

The rotational speed is the distance traveled divided by the time it takes to travel that distance. Here, that's 24,900 miles divided by 24 hours. We calculate: \[ \text{Speed} = \frac{\text{Circumference}}{\text{Time}} = \frac{24,900 \text{ miles}}{24 \text{ hours}} = 1037.5 \text{ miles per hour}. \]
04

Consider the Impact of Slower Rotation on Temperature

If Earth's rotational speed were to slow down, the length of both day and night would increase. This could lead to higher daytime temperatures, as longer exposure to the Sun would allow more heat to accumulate. Similarly, nighttime lows might drop further due to longer periods without sunlight, allowing more heat to dissipate.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Circumference of Earth
The circumference of Earth refers to the total distance around the planet, measured along the equator. This measurement is important to understand various geographical and astronomical phenomena. Earth's equatorial circumference is approximately 24,900 miles, which is the distance anyone at the equator would travel if Earth were a perfect sphere and they circled it once.
  • The circumference is a key measurement for calculating rotational speed, as it represents the distance for one complete rotation.
  • This distance was historically significant in mapping and exploring the planet, helping explorers understand the scale of Earth.
Understanding Earth’s circumference can also help contextualize discussions around global climate, time zones, and international travel.

Circumference and Impact on Seasons

The relation of Earth's circumference to its rotation axis affects seasonal variations. More tilted orbits would change the length of equinoxes, affecting how we measure time.
Equatorial Rotational Speed
Equatorial rotational speed refers to how fast Earth’s surface at the equator moves due to the planet's rotation. Given Earth's circumference of 24,900 miles and its 24-hour rotation period, we can calculate the equatorial speed as follows:
  • Distance traveled: 24,900 miles.
  • Time for one rotation: 24 hours.
The formula to find speed is: \[ \text{Equatorial Rotational Speed} = \frac{\text{Circumference}}{\text{Time}} = \frac{24,900 \text{ miles}}{24 \text{ hours}} = 1037.5 \text{ miles per hour}. \]

Importance of Rotational Speed

Understanding this speed helps explain why objects nearer the equator experience inertial forces differently from those at higher latitudes. This speed affects everything from ocean currents and weather patterns to the operation of satellite systems.
Different parts of Earth move at different speeds due to its rotational nature. The effects of this distribution include the Coriolis effect, which influences weather systems and oceanic currents.
Temperature Variations Due to Earth's Rotation
Earth's rotation plays a significant role in temperature variations between day and night. As Earth rotates, different parts of the surface are exposed to sunlight or darkness, causing fluctuations in temperatures:
  • Daytime temperatures increase when the Sun's rays have more constant exposure time to a point on Earth.
  • Nighttime temperatures decrease when an area is out of direct sunlight longer, leading to heat loss.
If the Earth's rotation slowed, each day and night would become longer. A longer day could result in higher temperature peaks as extended exposure to the Sun allows more heat to build up. Conversely, longer nights would let more heat escape, potentially leading to much cooler temperatures.

Climate Impact of Rotational Speed Changes

Changes in rotational speed could amplify weather extremes and impact ecosystems dependent on stable temperature cycles. Understanding these variations helps in predicting potential climate changes and prepares us for adaptation strategies in agriculture and energy usage.

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Most popular questions from this chapter

This photo shows a snow-covered area in the middle latitudes on a sunny day in late winter. Assume that 1 week after this photo was taken, conditions were essentially identical, except that the snow was gone. Would you expect the air temperatures to be different on the two days? If so, which day would be warmer? Suggest an explanation.

On which summer day would you expect the greatest temperature range? Which would have the smallest range in temperature? Explain your choices. a. Cloudy skies during the day and clear skies at night b. Clear skies during the day and cloudy skies at night c. Clear skies during the day and clear skies at night d. Cloudy skies during the day and cloudy skies at night

Determine which statements refer to weather and which refer to climate. (Note: One statement includes aspects of both weather and climate.) a. The baseball game was rained out today. b. January is Omaha's coldest month. c. North Africa is a desert. d. The high this afternoon was \(25^{\circ} \mathrm{C}\). e. Last evening a tornado ripped through central Oklahoma. f. I am moving to southern Arizona because it is warm and sunny. g. Thursday's low of \(-20^{\circ} \mathrm{C}\) is the coldest temperature ever recorded for that city. h. It is partly cloudy.

Rank the following according to the wavelengths of radiant energy each emits, from the shortest wavelengths to the longest: a. A light bulb with a filament glowing at \(4000^{\circ} \mathrm{C}\) b. A rock at room temperature c. A car engine at \(140^{\circ} \mathrm{C}\)

The Sun shines continually at the North Pole for 6 months, from the spring equinox until the fall equinox, yet temperatures never get very warm. Explain why this is the case.

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