https://file.aiquickdraw.com/mathbot/file/172983303655539i3bnqu.jpg

The table in the image shows the minimum and maximum temperatures (in °F) for various celestial objects. Scientists want to send a probe to the celestial object with the greatest variation in temperature.

To solve this, we need to calculate the temperature range (the difference between maximum and minimum temperature) for each object:

1. **Venus**: 
   - Maximum: 864°F
   - Minimum: 864°F
   - Temperature range = 864 - 864 = 0°F

2. **Mercury**:
   - Maximum: 801°F
   - Minimum: -279°F
   - Temperature range = 801 - (-279) = 801 + 279 = 1080°F

3. **Mars**:
   - Maximum: 70°F
   - Minimum: -225°F
   - Temperature range = 70 - (-225) = 70 + 225 = 295°F

4. **Moon**:
   - Maximum: 253°F
   - Minimum: -387°F
   - Temperature range = 253 - (-387) = 253 + 387 = 640°F

From these calculations, **Mercury** has the greatest variation in temperature (1080°F). Therefore, the probe should be sent to **Mercury**.

Would you like more details or have any questions?

Here are five related questions for further exploration:
1. Why does Mercury experience such extreme temperature variations?
2. How do other factors, like distance from the sun, affect planetary temperatures?
3. What technology is required for probes to withstand such temperature ranges?
4. How does Earth's temperature range compare to these celestial objects?
5. How do atmospheric conditions on planets like Venus affect surface temperatures?

**Tip**: Temperature variations on celestial objects are influenced significantly by their atmosphere and rotation period, which can either trap or release heat.

Scientists want to send a probe to study the celestial object with the greatest variation in temperature. To which celestial object should they send the probe?

Explore how to calculate the greatest variation in temperature for celestial objects, using the maximum and minimum temperature data. In this example, the celestial objects include Venus, Mercury, Mars, and the Moon. Learn which celestial object has the largest temperature range using simple subtraction.

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