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| Letters | Answer | Clue | ||
| 99% | 5 | Exact Match! | ||
noun • Swiss mathematician (1707-1783) | ||||
| 31% | 5 | Equation to the third power | ||
adjective • involving the cube and no higher power of a quantity or variable • having the shape of a cube; having three dimensions | ||||
| 30% | 9 | Convert a nonlinear function or equation into a linear function or equation | ||
verb • make linear or get into a linear form | ||||
Originator Of The Equation E To The Power Pi I 1 0
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Clue Last Found In...
| Source | #Number | Answer |
|---|---|---|
| New York Times24 Jul 2008 | Across 15 | |
This clue was last seen in the publications above.
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Similar Clues
| Clue | Source | |
|---|---|---|
1 | Equation to the third power
The Guardian Quick -
29 Mar 2010 | The Guardian Quick / 29 Mar 2010 |
2 | His equation on elastic beams, known as Bernoulli's beam equation, is still widely used in engineering | |
3 | I.Q. test originator
New York Times -
29 Oct 1980 | New York Times / 29 Oct 1980 |
4 | Impressionism originator
New York Times -
01 Mar 1980 | New York Times / 01 Mar 1980 |
5 | Impressionist originator
New York Times -
19 Sep 1981 | New York Times / 19 Sep 1981 |
6 | Originator of Eur. Common Market
New York Times -
12 Mar 1978 | New York Times / 12 Mar 1978 |
7 | Solved the equation known as 'Bernoulli's differential equation' |
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