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| Expand? | Letters | Answer | Clue | |||||
| 99% | 7 | AMBANDS | Exact Match! | |||||
No meanings yet for this word...
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| 32% | 12 | Synthesizing new frequencies from two or more input frequencies | ||||||
adjective • of or relating to the beat produced by heterodyning two oscillations verb • combine (a radio frequency wave) with a locally generated wave of a different frequency so as to produce a new frequency equal to the sum or the difference between the two | ||||||||
| 31% | 15 | Frequencies that can penetrate buildings better than higher frequencies | ||||||
noun • 300 to 3000 kilohertz | ||||||||
Medium Frequencies Include Them Crossword Clue
There is 1 exact and 150 possible answers.
We've checked our database and believe the answer is
AMBANDS which was last seen in the New York Times crossword.
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We think the answer to this crossword clue is:
AMBANDS
Updated: October 11, 2023
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Clue Last Found In...
| Source | #Number | Answer |
|---|---|---|
| New York Times05 May 2012 | Across 17 | AMBANDS |
This clue was last seen in the publications above.
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Similar Clues
| Clue | Source | |
|---|---|---|
1 | A stripe such as the heraldic bar-sinister; a lace or linen cavalier collar; a range of frequencies or wavelengths in a spectrum; a rock group; or, a gang of gorillas, men, outlaws or thieves
Telegraph Giant General Knowledge -
28 Jan 2023 | Telegraph Giant General Knowledge / 28 Jan 2023 |
2 | Broadcasting frequencies
The Guardian Quick -
01 Jul 2008 | The Guardian Quick / 01 Jul 2008 |
3 | Frequencies that can penetrate buildings better than higher frequencies | |
4 | Like some broadcast frequencies
New York Times -
09 Dec 2013 | New York Times / 09 Dec 2013 |
5 | Particular range of frequencies
The Guardian Quick -
02 Jun 2007 | The Guardian Quick / 02 Jun 2007 |
6 | Start of a count ... or the letter frequencies in 17-, 30-, 46- and 64-Across
New York Times -
11 Nov 2009 | New York Times / 11 Nov 2009 |
7 | The formula to calculate this correlation coefficient involves dividing the difference between observed and expected frequencies by the square root of the product of the marginal frequencies. |
