Technically, the sequence begins with 0 and 1 and continues infinitely, and if you divide each number by its predecessor, the result would converge to the golden ratio, approximately 1.618. That’s why the golden spiral is often associated with the Fibonacci sequence-a series of numbers closely linked to Phi. The golden ratio occurs in many mathematical contexts. The spiral pattern created from the golden ratio is also called the golden spiral. Further back in time, it was even described as divine because of its frequency in the natural world. In 1800s, German mathematician Martin Ohm called the special number 1.618 golden, likely because it has always existed in mathematics. In geometry, the golden spiral can be drawn from a golden rectangle whose sides are proportioned according to the golden ratio. You may wonder where this golden spiral comes from-and the answer to that lies within the golden rectangle. In mathematics, the golden ratio is a special number that’s approximately equal to 1.618 and represented by the Greek letter Φ (Phi). The more we understand the math behind the symbol, the more we’ll appreciate its appearances in nature and arts. In fact, it’s often cited as an example of the connection between the laws of mathematics and the structure of living things. The golden spiral is a pattern created based on the concept of the golden ratio-a universal law that represents the “ideal” in all forms of life and matter.
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