The peak of Mount Everest is at 8,848 meters above sea level. The peak of Kanchenjunga is at 8,586 meters above sea level. The elevation of Mount Everest's peak as a rational number is_____meters. The elevation of Kanchenjunga's peak as a rational number is meters.

2. Therefore, to solve this problem you must convert the integers shown above to fractions (Because a rational number is that one that can be written as a fraction), as you can see below:

Write each integer as a the numerator of the fraction a write 1 as the denominator. This will not change the value.

Then you obtain the following fractions:

[tex]\frac{8,848}{1}[/tex]

[tex]\frac{8,586}{1}[/tex]

3. Then, the elevation of Mount Everest's peak as a rational number is [tex]\frac{8,848}{1}[/tex] meters. The elevation of Kanchenjunga's peak as a rational number is [tex]\frac{8,586}{1}[/tex] meters.

The peak of Mount Everest is at 8,848 meters above sea level. The peak of Kanchenjunga is at 8,586 meters above sea level. The elevation of Mount Everest's peak as a rational number is___________meters. The elevation of Kanchenjunga's peak as a rational number is ______meters.

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The peak of Mount Everest is at 8,848 meters above sea level. The peak of Kanchenjunga is at 8,586 meters above sea level. The elevation of Mount Everest's peak as a rational number is_____meters. The elevation of Kanchenjunga's peak as a rational number is meters.