In order to make a geologic map of the point of interest, we would have to find the chemical makeup of the salt which is covering the ground. This would heighten salt flat understanding foor Death Valley visitors.
Sunday, December 15, 2019
Badwater Salt Flats
The Badwater Salt Flats is made up of 200 square miles of salt. While the ground is just about completely flat throughout, the intrigue comes from what the ground itself is made out of. The salt flats are composed of a shiny white salt, along with other minerals. These salts were originally salt ions in water, remnants from a since dried out lake that once occupied the area.
![Image result for death valley salt flats](data:image/jpeg;base64,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)
In order to make a geologic map of the point of interest, we would have to find the chemical makeup of the salt which is covering the ground. This would heighten salt flat understanding foor Death Valley visitors.
In order to make a geologic map of the point of interest, we would have to find the chemical makeup of the salt which is covering the ground. This would heighten salt flat understanding foor Death Valley visitors.
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