Mayan Mathematics: Unlocking Ancient Numbers
Explore the fascinating number system and mathematical concepts developed by the ancient Maya civilization, including their base-20 system and use of zero.
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Mayan Mathematics: Unlocking Ancient Numbers
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Read each question carefully and answer to the best of your ability. Some questions may require you to apply your knowledge of the Mayan number system.
The ancient Maya civilization, known for its advanced calendar and impressive architecture, also developed a sophisticated mathematical system. Unlike our base-10 system, the Maya used a vigesimal (base-20) system, and they were one of the first civilizations to independently develop the concept of zero.
1. What base number system did the ancient Maya use?
Base-10
Base-12
Base-20
Base-60
2. Which symbol represented zero in the Mayan number system?
A dot
A bar
A shell or oval shape
A square
3. The Mayan number system is called , meaning it is based on the number 20.
4. The three basic symbols used in Mayan mathematics were a dot, a bar, and a .
5. Explain one major difference between the Mayan number system and our modern number system.
6. The Maya were the only civilization to ever develop the concept of zero.
True
False