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| Expand? | Letters | Answer | Clue | |||||
| 99% | 3 | Exact Match! | ||||||
No meanings yet for this word...
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| 48% | 10 | This type of curve is an example of a roulette curve, which means it is generated by the motion of a point on a curve as it rolls without slipping on another curve. | ||||||
noun • the curve resulting from the orthogonal projection of a fixed point on the tangent lines of a given curve. | ||||||||
| 38% | 7 | Curve that lies on the concave side of a curve and is everywhere tangent to the original curve | ||||||
noun • A curve comprising the centres of curvature of another curve. adjective • Having or being a (mollusc) spiral shell in which the whorls touch along a surface. | ||||||||
Curve Of A Ships Plank Crossword Clue
There is 1 exact and 98 possible answers.
We've checked our database and believe the answer is
SNY which was last seen in the New York Times crossword.
Check other possible answers below.
Check other possible answers below.
We think the answer to this crossword clue is:
SNY
Updated: October 10, 2023
Best Possible Answers
Users Also Searched For These Clues...
Clue Last Found In...
| Source | #Number | Answer |
|---|---|---|
| New York Times01 Oct 1992 | Down 61 | |
| New York Times09 Dec 1990 | Down 52 | |
| New York Times01 Apr 1981 | Across 68 | |
This clue was last seen in the publications above.
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Similar Clues
| Clue | Source | |
|---|---|---|
1 | Also known as a roulette curve, it is often described as the locus of the pedal point of a given curve as the pedal point moves around the curve. | |
2 | Curve in a ship's plank
New York Times -
08 Sep 1980 | New York Times / 08 Sep 1980 |
3 | Plank's curve
New York Times -
17 Nov 1976 | New York Times / 17 Nov 1976 |
4 | Ship's-plank curve
New York Times -
26 Sep 1976 | New York Times / 26 Sep 1976 |
5 | Ship-plank's curve
New York Times -
17 Feb 1977 | New York Times / 17 Feb 1977 |
6 | Ship-plank curve
New York Times -
01 Jan 1989 | New York Times / 01 Jan 1989 |
7 | This type of curve is an example of a roulette curve, which means it is generated by the motion of a point on a curve as it rolls without slipping on another curve. |
