Similar Curves
Several types of curves have the property that all examples of that type are similar to each other. These include:
- Circles
- Parabolas
- Hyperbolas of a specific eccentricity
- Ellipses of a specific eccentricity
- Catenaries
- Graphs of the logarithm function for different bases
- Graphs of the exponential function for different bases
- Logarithmic spirals
Read more about this topic: Similarity (geometry)
Famous quotes containing the words similar and/or curves:
“Our ancestors were savages. The story of Romulus and Remus being suckled by a wolf is not a meaningless fable. The founders of every state which has risen to eminence have drawn their nourishment and vigor from a similar wild source. It was because the children of the Empire were not suckled by the wolf that they were conquered and displaced by the children of the northern forests who were.”
—Henry David Thoreau (1817–1862)
“One way to do it might be by making the scenery penetrate the automobile. A polished black sedan was a good subject, especially if parked at the intersection of a tree-bordered street and one of those heavyish spring skies whose bloated gray clouds and amoeba-shaped blotches of blue seem more physical than the reticent elms and effusive pavement. Now break the body of the car into separate curves and panels; then put it together in terms of reflections.”
—Vladimir Nabokov (1899–1977)