backhouse
1Backhouse — may refer to:*Outhouse, frequently called backhouse in Canada *Backhouse (surname), people with the surname Backhouse ee also*Backhouse s Bank, Darlington, England …
2Backhouse — ist der Familienname folgender Personen: Claire Backhouse (* um 1955), kanadische Badmintonspielerin Edmund Backhouse (1873–1944), britischer Orientwissenschaftler und Linguist Robin Backhouse (* 1955), US amerikanischer Schwimmer …
3Backhouse — Back house , n. [Back, a. + house.] A building behind the main building. Specifically: A privy; an outhouse; a necessary. [1913 Webster] …
4backhouse — [bak′hous΄] n. an outdoor privy; outhouse …
5Backhouse — Cette page d’homonymie répertorie les différents sujets et articles partageant un même nom. Le nom de Backhouse est porté par plusieurs personnalités (par ordre alphabétique) : James Backhouse (1794 1869), botaniste britannique. James… …
6Backhouse — this long established surname is of Anglo Saxon origin, and is an occupational name for someone employed at a bakery, deriving from the Olde English pre 7th Century baechus , bakehouse (from bacan, to bake, and hus , house). Occupational surnames …
7backhouse — ˈ ̷ ̷ˌ ̷ ̷ noun : privy 2 * * * /bak hows /, n., pl. backhouses / how ziz/. 1. a building behind the main building, often serving a subsidiary purpose. 2. a privy; outhouse. [1550 60; BACK1 + HOUSE] * * * backhouse obs. f …
8Backhouse (surname) — Backhouse is a surname, and may refer to:*Edmund Backhouse (1824–1906), English banker, J.P., and MP for Darlington *Sir Edmund Backhouse, 2nd Baronet (1873–1944), British would be oriental scholar and literary forger *James Backhouse (1794–1869) …
9Backhouse's Bank — of Darlington (James Jonathan Backhouse and Co., from 1798 Jonathan Backhouse and Co.) was founded in 1774 by James Backhouse (1720 1798), a Quaker flax dresser and linen manufacturer, and his sons Jonathan (1747 1826) and James (1757… …
10Backhouse's constant — is a mathematical constant founded by N. Backhouse and is approximately 1.456 074 948.It is defined by using the power series such that the coefficients of successive terms are the prime numbers:: P(x)=sum {k=1}^infty p k… …
