Fibonacci did not study at one particular place but travelled all round the Mediterranean to learn from the best mathematicians of the time.
Presumably at the birth of the Universe
If we have to study the social behaviour of animals that make their societies , we have to study socio-biology .
so you can know the number of animals there are in the species
Mathematics and nature are deeply connected. Math provides a language and framework to describe and understand the patterns and structures found in nature. Many natural phenomena can be described and predicted using mathematical equations and principles, allowing scientists to study and explain the natural world. Additionally, concepts and theories from math, such as fractals and Fibonacci sequence, can be observed in various aspects of nature, revealing the inherent mathematical beauty in the world around us.
Fibonacci study the breed of rabbits. :)
Fibonacci study trigonometry it is dealing with trangles
Biogeography is the study of these patterns in the distribution of plants and animals around the world, considering factors such as climate, geography, and evolution.
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BIOGEOGRAPHY
I think it was rabbits.
Fibonacci did not study at one particular place but travelled all round the Mediterranean to learn from the best mathematicians of the time.
C alculus
Demography is the scientific study of human population, including factors such as birth rates, death rates, and migration patterns. It allows for the analysis and projection of population trends and patterns over time.
Fibonacci accomplished: doing paintings and also invented Fibonacci numbers. Fibonacci traveled to some Mediterranean countries, to study the most important Arab mathematicians at that time. Fibonacci ended his travels around the year 1200 and at that time he returned to Pisa. Originally in the year 1202, Fibonacci was presented with a problem of how quickly the rabbit population will grow in ideal conditions.
Why do scientists study Earth's tidal patterns?
Scientists such as biologists, ecologists, and mathematicians study natural patterns in various systems like plants, animals, and landscapes. They investigate how and why patterns emerge in nature, and how these patterns influence the functioning of ecosystems. Understanding natural patterns can provide valuable insights for conservation and management practices.