Crossword-Solution: ADB
Anagrams
| Word | Anagrams | |
|---|---|---|
| ADB | anagram | ABD, BAD, BDA, DAB, DBA |
We have 1 clue for the answer “ADB”
| Clue | Answers |
|---|---|
| AUSTRALIAN dictionary of biography | 1 answer |
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Length times width e.g.
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A
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R
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E
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A
Hint 1 meaning
The superficial contents of any figure; the surface included
within any given lines; superficial extent; as, the area of a square or
a triangle.
Hint 2 anagram
ERAA
Hint 3 another clue
CERTAIN BRAIN SIZE
25 +2
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Sentences with ADB (5)
There is at least one case on record in which 17 hours of {grovel}ling with `adb' actually dug up the underlying bug behind an instance of seventh-level damage! The hacker who accomplished this near-superhuman feat was presented with an award by his fellows.
There is at least one case on record in which 17 hours of grovelling with adb actually dug up the underlying bug behind an instance of seventh-level damage! The hacker who accomplished this near-superhuman feat was presented with an award by his fellows.
Lie a rule from the Pole (_C_) to every tenth or fift degree of the halfe circle (_ADB_) noting in the Æquator (_AB_) every intersection of it and the rule.
Now, if we add together 17½, 20, and 28 = 65½, and deduct this sum from the area of the large triangle ADB (which we have found to be 76½ acres), what remains must clearly be the area of ABC.
There is then only one total equation, say dz = adz + bdy; if we do not take account of the condition of integrability, which is in this case da/dy + bda/dz = db/dx + adb/dz, this equation may be regarded as defining through an arbitrary point (x0, y0, z0) of three-dimensioned space (about which a, b are developable) a plane, namely, z - z0 = a0(x - x0) + b0(y - y0), and therefore, through this arbitrary point [oo]² directions, namely, all those in the plane.