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The answer to this question for the most part would be EMPHATICALLY and a RESOUNDING, NO WAY DUDE or DUEDETTE, LOL. It could even be said that Galileo Galilei (1564-1642) was arguably a late commer when or came to applying complex mathematics to astronomy. Examples would be Stonehenge and the Egyptian pyramids, and both are estimated to date back at least 4,500 years ago. And scientists surmise that these acient peoples, used complexed mathematics and geometry to align these structures with celestial object. And their measurements of Earthly and astronomical distances was totally amazing for peoples of that time. And I'll drop another name on you as well. How about Hipparchus in the 2nd century, (I'm not giving you his accomplishments, DO SOME OF YOUR OWN HOMEWORK) :) And there's The Babylonians who, around 700 BC produced the Mul-Apin Tablets. So, not to take ANYTHING away from Galileo but, as I said, he came much, much later.
What else can I help you with?
What did the Aztecs studied?
The Aztecs studied astronomy, mathematics, agriculture, medicine, and art. They had a complex understanding of the movements of celestial bodies, developed a sophisticated calendar system, and created intricate pottery and sculptures. Additionally, they had advanced knowledge of botany and herbal medicine.
What were the maya the first to use?
The Maya were known for their advancements in mathematics, astronomy, and hieroglyphic writing. They were the first to develop a complex writing system in Mesoamerica and made significant contributions to calendar systems and celestial observations.
What technological innovations did the Maya develope?
The Maya made significant technological innovations in the fields of agriculture, astronomy, and mathematics. They developed advanced agricultural techniques such as terracing and raised fields to maximize crop production. In astronomy, the Maya constructed observatories and created a complex calendar system based on astronomical observations. Additionally, they made significant advancements in mathematics, including the concept of zero and a sophisticated numeral system.
Why mathematics is necessary for the study of physics?
The laws of physics depend on mathematics - sometimes very complex mathematics.
What was the advances in technologies for the mayans?
they developed a complex understanding of astronomy.
What were the Aztec's intellectual advances?
The Aztecs made significant intellectual advances in astronomy, mathematics, and writing. They developed a complex calendar system that accurately tracked time. Additionally, they created intricate pictographic writing known as codices.
Who group of Amerindians knew mathematics and astronomy?
The Maya civilization is well-known for its advanced understanding of mathematics and astronomy. They developed a sophisticated numerical system and were able to accurately calculate celestial events, including solar and lunar eclipses. The Maya created a complex calendar system based on their astronomical observations, reflecting their deep knowledge of the movements of celestial bodies. Their contributions to these fields demonstrate their intellectual achievements long before European contact.
What do you call a complex admitting a shelling in mathematics?
It's called a shellable complex.
In mathematics what can be complex mixed or vulgar?
fractions
What are the qualities of the good physicists?
Good physicists are curious and creative thinkers who are able to think critically and analytically. They have a strong foundation in mathematics and are skilled at problem-solving. Good physicists also have effective communication skills to convey complex ideas and findings to a wide audience.
What important skill enabled Galileo to interpret the results of his experiment?
Galileo's ability to analyze data and patterns helped him interpret the results of his experiments. He was skilled at making accurate observations, recording detailed measurements, and drawing logical conclusions based on his findings. Additionally, his knowledge of mathematics and physics allowed him to apply complex concepts to explain and understand the outcomes of his experiments.
How you define the fear of mathematics?
Irrationa, perhaps. Imaginary or complex.
