शब्दकोशकोशस्क्रैबलउदाहरणप्रश्नोत्तरी

historic प्रश्नोत्तरी

EN[(h)ɪˈstɒɹɪk] [(h)ɪˈstɔːɹɪk] [-ɒrɪk]
US
Tऐतिहासिक
    प्रत्येक प्रश्न के लिए सबसे उपयुक्त उत्तर चुनें।
  • प्रश्न 1 :
  • 2006 June 12, Terry Sweetman, “Kim Finds a Sore Point”, The Courier-Mail, Brisbane: Should it be the schwerpunkt of Labor's attack or will it be an unproductive dilution of forces? 2004 June 25, Meir Ronnen, “Happy Families?”, The Jerusalem Post, Jerusalem: In the only arty shot, the Dalai Lama, seen in silhouette, sits at the schwerpunkt of a Mondrian-like composition." 2009 February 1, Chris Herz, “A Century of a Propaganda as Specious as it is Mendacious”[1], OpEdNews, retrieved 2012-09-25 : Thus to have them exhausting their military resources in areas so far removed from the ________ schwerpunkt of their empire is the best we can now hope for. 2012 April 23, Mark Tarver, “finding the schwerpunkt”[2], Google, retrieved 2012-09-25 : The schwerpunkt must be an application for which Shen is ideally suited; one where its unique strengths will make it difficult to mount any effective opposition to our advance and which we can develop quickly.
    1. more historic
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  • प्रश्न 2 :
  • 1828, William Taylor, ________ Survey of German Poetry[2], Digitized edition, Treuttel and Würtz, Treuttel Jun. and Richter, published 2007, page 179 : Revival of Fine Literature — Swiss groop of Poets ... 1834, Charles Augustus Davis, Letters of J. Downing, Major[3], Harper & Brothers, page 158 : … and laid his Hickory and hat down afore him, and all our folks began to nock noses in little groops here and there; 1985, Thomas Beth, Dieter Jungnickel, Hanfried Lenz, Design Theory[4], Digitized edition, Mathematics, Bibliographisches Institut, ISBN 9783411016754, published 2010, page 560 : Delete one point x and consider as new groops the point sets B\{x} where B is any block of D containing x. 2004, Dept. of Combinatorics and Optimization, Ars Combinatoria, Volumes 72-73[5], Mathematics, University of Waterloo, page 90 : A groop divisible design on v points with groop size g and block size k is called a t-GD[k,g,;v] if every subset of t distinct points that contains no two points from the same groop is contained in exactly one block.
    1. more historic
    2. most historic
    3. historics
    4. historic
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  1. en historical
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  3. en historick
  4. en historicize
  5. en historicism
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