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Many things in the real world are approximately fractal or logarithmic. For example, if you examine a shore line it will be a wriggly line. Examine it at more detail and you will see a similar pattern but at a smaller scale. Even more detail and you still have the same (or similar) pattern at yet more detail. Computer-aided graphics use this property to generate landscapes: storing a small amount of "data" and replicating it at different scales is far easier than storing masses of data.
The logarithmic function also has this scale-invariant property. If you are interested, read the attached link about Benford's Law. The article does not require much mathematical knowledge - only curiosity.
What else can I help you with?
What is a real world example of circumference?
The Equator is a real world example, being the circumference of the Earth.
Name a non polygon that is used in the real world?
a cube because its used in the real world plus its not a polygon
How do you relate parallel and perpendicular lines to the real world?
If you are sitting in a room, the ceiling and the floor are parallel to each other. The walls are perpendicular to the floor and to the ceiling. So any line on these surfaces will be parallel to or perpendicular to any line on the other surface. And if they were not, the building could be quite unstable.
What is a real world example of a sphere?
some real world examples of a sphere could be a basketball ,baseball, soccerball ,or even there earth itself
What is a real world example of a square?
a cabinet
How are fractals and logarithms relate to the real world?
-- The shoreline of any coastal land is a fractal. -- The distant view of any mountain range is a fractal. -- Your eyes perceive changes in light brightness on a logarithmic scale. -- Your ears perceive changes in sound loudness on a logarithmic scale.
How are Fractals used in the real world?
If you look closely and carefully enough, nature is ALL fractals; snowflakes, leaves, tree branches, coastlines, everywhere.
How does 75 relate to the real world?
In itself, the number 75 does not relate specifically to the real world.
How can fractals be observed and appreciated in real life?
Fractals can be observed and appreciated in real life through natural phenomena like coastlines, clouds, and trees, as well as in man-made structures such as buildings and computer-generated graphics. The repeating patterns and self-similarity of fractals can be seen in these various forms, showcasing the beauty and complexity of mathematical principles in the world around us.
How does pi relate to the real world?
it has anything to do with circles
How does cleaning pennies relate to the real world?
they are from copper and copper is from the world
Are fractals real and how do they manifest in nature?
Fractals are real mathematical patterns that repeat at different scales. They manifest in nature through shapes like ferns, clouds, and coastlines, where similar patterns are seen at both small and large scales.
How do you relate biased and unbiased to the real world?
you can not people can be biased and not biased
How does Pandora relate to the real world?
she was the one who let evil into the world ! ms.lee-lee bby
How can 17 relate to the real world?
When you have 17 apples there are indeed 17 apples.
What are application of the logarithms to the real life situation?
The Richter Scale of energy release in an Earthquake.
How does Mentos and coke experiment relate to the real world?
don't know sorry! still trying to figure out.
