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The golden ratio appears in plants but not animals.

Snail shells may grow in a spiraling (exponential) growth pattern but the golden ratio implies one particular growth rate which nature does not demand of them.

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What has the golden ratio in it?

A great many things have the golden ratio in them varying from things fabricated by humans such as architecture, the proportions of the sides of a book also fall into the golden ratio. The golden ratio also occurs naturally for example the spiral in the snail's shell falls into the golden ratio. Generally most man made things have the golden ratio in them as it has been found quite simply, to look good.


What is the golden ratio of a snail shell?

The golden ratio or the Fibonacci number is apparent in many natural objects. This mathematical equation proves that by dividing a line in two parts, the longer part divided by the smaller part is also equal to the whole length divided by the long part.


Are there any occurrences of the Golden ratio in nature and if there are what are their calculations?

There are many occurrences of the Golden Ratio in nature, such as the arrangement of branches on plant stems or veins on plant leaves; skeletons of animals and their cario and nervous systems; proprotions of chemical compounds and geometry of crystals; the spiral of snail shells; and the proportions of face and body that we find most 'attractive'. (a+b)/a = a/b = 1 + √5 = 1.6180339887498948482...


How did the golden ratio help find the height of a pyramid?

The golden ratio is also known as 'phi' (a Greek letter written like an 'o' with a vertical line through it. It is an irrational number, but not a transcendental number like e and pi. You can find its value on a calculator by entering (sqrt5 + 1)/2 = 1.6180339887499..... If you break a stick into two unequal parts so that the ratio of the large part to the small part is the same as the ratio of the original stick to the large piece, then that ratio is the golden ratio. The golden ratio was known to Greek mathematicians as long as 2400 years ago. Luca Pacioli wrote about in 1509, sparking modern fascination . The golden ratio is said to be used in the proportions of Greek temples, and to be found in the ratio of various parts of an ideal human body. It is found in many places in nature, such as the pattern of the seeds in a sunflower, and the shape of a snail shell. As far as the pyramids go, many things have been said about the dimensions, proportions and orientation of the Egyptian pyramids, but my view is that this may be our imagination as much as it was actually the method of the builders of the pyramids. This is not to deny that the pyramids are an amazing feat of engineering. By the way, the first pyramids were built about 4600 years ago, 2200 years before the writings of the Greek mathematicians.


What is the diastance covered by snail in an hour?

No distance, the snail was asleep.

Related questions

What has the golden ratio in it?

A great many things have the golden ratio in them varying from things fabricated by humans such as architecture, the proportions of the sides of a book also fall into the golden ratio. The golden ratio also occurs naturally for example the spiral in the snail's shell falls into the golden ratio. Generally most man made things have the golden ratio in them as it has been found quite simply, to look good.


What is the golden ratio of a snail shell?

The golden ratio or the Fibonacci number is apparent in many natural objects. This mathematical equation proves that by dividing a line in two parts, the longer part divided by the smaller part is also equal to the whole length divided by the long part.


What is a golden kuhol?

apple snail


Pictures of snail eggs?

Look at the link below these are Golden Apple Snail eggs.


How do you know the sex of your golden mystery snail?

its a boy AND a girl


How do you know when a golden Inca snail is dead?

The only way to tell if a snail is dead is to sniff the snail, if it gives off a strong, odorous scent, it is most likely dead.


Are there any occurrences of the Golden ratio in nature and if there are what are their calculations?

There are many occurrences of the Golden Ratio in nature, such as the arrangement of branches on plant stems or veins on plant leaves; skeletons of animals and their cario and nervous systems; proprotions of chemical compounds and geometry of crystals; the spiral of snail shells; and the proportions of face and body that we find most 'attractive'. (a+b)/a = a/b = 1 + √5 = 1.6180339887498948482...


What is so interesting about a snail shell?

They are physical, visual renditions of Fibonacci's Golden Section. And they give a snail a home. Without it, that snail would be a slug. See the related links below:


What is the Golden Ratio?

The Golden Ratio is a mathematical relationship that exists in art, shapes, nature and patterns. This ratio is thought to be aesthetically pleasing and beneficial to the objects that posess them.The Golden Ratio denoted by the Greek letter phi, usually lower case (φ) states that the division of a line segment into two creates a ratio of the shorter part to the longer equal to that of the longer to the whole. It works out to about 1.61803 and is derived from the Fibonacci sequence.For example:The ratio of the short and long sides of a rectangle should be 1.618 (rounded) to be "right".This ratio is used in doors, windows, pictures, books and many other commonly seen rectangular objects.The seeds in a sunflower are 53 to the right and 33 to the left diagonal creating a 1.6 proportionthe swivel of a snail's shellthe length of our body parts in proportion to the whole anatomical bodyacorn seedsThe Golden ratio is also known as the:golden sectiongolden meanextreme and mean ratiomedial sectiondivine proportiondivine sectiongolden proportiongolden cutgolden number


How did the golden ratio help find the height of a pyramid?

The golden ratio is also known as 'phi' (a Greek letter written like an 'o' with a vertical line through it. It is an irrational number, but not a transcendental number like e and pi. You can find its value on a calculator by entering (sqrt5 + 1)/2 = 1.6180339887499..... If you break a stick into two unequal parts so that the ratio of the large part to the small part is the same as the ratio of the original stick to the large piece, then that ratio is the golden ratio. The golden ratio was known to Greek mathematicians as long as 2400 years ago. Luca Pacioli wrote about in 1509, sparking modern fascination . The golden ratio is said to be used in the proportions of Greek temples, and to be found in the ratio of various parts of an ideal human body. It is found in many places in nature, such as the pattern of the seeds in a sunflower, and the shape of a snail shell. As far as the pyramids go, many things have been said about the dimensions, proportions and orientation of the Egyptian pyramids, but my view is that this may be our imagination as much as it was actually the method of the builders of the pyramids. This is not to deny that the pyramids are an amazing feat of engineering. By the way, the first pyramids were built about 4600 years ago, 2200 years before the writings of the Greek mathematicians.


What should you feed your golden Inca snail?

Land Inca Snails can eat any fruits and vegetables, However Under-Water Inca Snails eat Snail Pellets.


Are golden apple snail egg sacks supposed to be hard?

yes, they are hard and stick to the side of the tank. make sure they do not fall into the water