Refer to the figure below and use the numbers that correspond to global wind belts and latitudes to answer the following question(s).
![](data:image/png;base64, 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)
The area of the globe (latitude) that is characterized by falling air masses and little precipitation is:
◦ 1.
◦ 2.
◦ 3.
◦ 5.
◦ 6.