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:
“We cannot feel strongly toward the totally unlike because it is unimaginable, unrealizable; nor yet toward the wholly like because it is stale—identity must always be dull company. The power of other natures over us lies in a stimulating difference which causes excitement and opens communication, in ideas similar to our own but not identical, in states of mind attainable but not actual.”
—Charles Horton Cooley (1864–1929)
“For a hundred and fifty years, in the pasture of dead horses,
roots of pine trees pushed through the pale curves of your ribs,
yellow blossoms flourished above you in autumn, and in winter
frost heaved your bones in the ground—old toilers, soil makers:
O Roger, Mackerel, Riley, Ned, Nellie, Chester, Lady Ghost.”
—Donald Hall (b. 1928)