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primary knowledge of geometry

R¨vwgwZi cÖ_g cvV

 

·        eµZjt †h Zj DPz wbPz ev eµ Zv‡K AmgZj ev eµZj e‡j|

·        wecÖZxc †KvY t `ywU mij †iLv GK we›`y‡Z †Q` Ki‡j †h PviwU †Kvb Drcbœ nq Zv‡`i †h †Kvb GKwUi wecixZ †KvY‡K H †Kv‡Yi wecÖZxc †KvY e‡j|

·        mwbœwnZ †KvY t `ywU †Kv‡Yi GKB kxl© we›`y I GKwU mvaviY evû _vK‡j Ges hw` †KvY `ywU mvaviY evûi wecixZ w`‡K Ae¯’vb K‡i Z‡e Zv‡`i‡K mwbœwnZ †Kvb e‡j|

·        mg‡KvY t GKwU mij †iLv Avi GKwU mij †iLvi Ici j¤^ fv‡e `Ûvqgvb n‡j †h `ywU mwbœwnZ †KvY Drcbœ nq Zv hw` ci®úi mgvb nq Z‡e Zv‡`i cÖ‡Z¨KwU‡K mg‡KvY e‡j|

·        c~iK †KvY t `ywU mwbœwnZ †Kv‡Yi mgwó GK mg‡Kv‡Yi mgvb n‡j †KvY `ywU‡K ci¯ú‡ii c~iK †KvY e‡j| Ges GKwU‡K AciwUi c~iK e‡j|

·        m¤ú~iK †KvY t

·        ‡Kvb †`‡k R¨vwgwZ me©cÖ_g Av‡jvPbv ïi" n‡qwQj? = wgki|

·        ‡Kvb wZbwU gvÎv R¨vwgwZK Nbe¯‘ ˆZwi K‡i? = ˆ`N©¨,cÖ¯’,†ea|

·        hvi ˆ`N¨©,cÖ¯’ †ea wKQzB †bB Zv‡K Kx e‡j? = we›`y|

·        GKB †iLvq bq Ggb wZbwU we›`y w`‡q Kx Drcbœ nq? = mgZj|

·        ‡iLvi KqwU cÖvš—we›`y Av‡Q? = GKwUI bq/ †iLvi †Kvb cÖvš— we›`y †bB|

·        `ywU mgvš—ivj mij †iLvi ga¨Kvi `~iZ¡ †Kgb? = mgvb|

·        ‡hmKj †iLv GKB mij †iLvi mgvš—ivj Zviv †Kgb? = ci¯úi mgvš—ivj|

·        `ywU †iLvi †Kvb †Q` we›`y bv _vK‡j Zv‡`i‡K Kx e‡j? = mgvš—ivj mij †iLv|

·        K‡qKwU mij †iLvi hw` GKwU mvaviY we›`y _v‡K Zv‡K Kx e‡j? = mgwe›`y|

·        `ywU iwk¥i GKwU cÖvš— we›`y _vK‡j Zv‡K Kx e‡j? = kxl© we›`y e‡j|

·        GKwU AvqZwbK Nbe¯‘ KqwU Zj Øviv mxgve× _v‡K? = 6 wU|

·        Nb e¯‘ †Kgb? = wÎgvwÎK|

·        iwk¥i KqwU cÖvš—we›`y _v‡K? = 2 wU|

·        `ywU we›`yi ga¨ w`‡q KqwU †iLv AvKuv hvq? = 1 wU|

·        2 wU mij †iLv KqwU mij †iLvq ci¯úi †Q` K‡i? = 1 wU|

·        ‡iLv Kq cÖKvi?  = 2 cÖKvi|

·        Zj Kq cÖKvi? = 2 cÖKvi|

·        we›`yi ïay †Kvb ¸YwU Av‡Q? = Ae¯’vb Av‡Q|

·        ‡iLvi `ywU we›`y wPwýZ K‡i †m Ask †K‡U wb‡j Zv‡K Kx e‡j? = †iLvsk|

·        GKwU †iLvi `ywU we›`y wPwýZ Ki‡j †iLvwU wK‡m wef³ K‡i? = wecixZ iwk¥‡Z|

·        GKwU ev‡·i KqwU Zj? = 6 wU|

·        `ywU mij †iLvi j¤^ `~iZ¡ mgvb n‡j Zv‡K Kx e‡j? = mgvš—ivj mij †iLv|

·        e„nËg m~² †Kv‡Yi mv‡_ KZ wWwMÖ †hvM Ki‡j mg‡KvY n‡e? = 1 wWwMÖ|

·        ‡Kv‡Yi evû `ywU ci¯úi j¤^ fv‡e Ae¯’vb Ki‡j †Kv‡Yi cwigvY KZ n‡e? = 90 wWwMÖ|

·        mg‡KvY I mij †Kv‡Yi mgwó = GK cÖe„× †KvY|

·        ‡Kv‡Yi GKwU evû AciwUi Ici Ae¯’vb Ki‡j †Kv‡Yi cwigvb KZ? = 0 wWwMÖ|

·        60 wWwMÖ †Kv‡Yi cyiK †KvY KZ? = 30 wWwMÖ|

·        `ywU wecixZ iwk¥ Zv‡`i mvaviY cÖvš— we›`y‡Z †Kvb †KvY Drcbœ K‡i? = mij †KvY|

·        `ywU mwbœwnZ †KvY mgvb n‡j G‡`i cÖ‡Z¨KwU‡K Kx e‡j? = mg‡KvY e‡j|

·        wecÖZxc †KvY ؇qi mgwØLÛKØq wKfv‡e Ae¯’vb K‡i?  = GKB mij †iLvq|

·        GK mg‡KvY A‡c¶v eo wKš‘ `yB mg‡KvY A‡c¶v †QvU †Kvb‡K Kx e‡j? = ¯’~j‡KvY|

·        `ywU †iLv ci¯úi †Q` Ki‡j KqwU †KvY Drcbœ nq? = 4 wU|

·        GKwU mij †iLvi mv‡_ Av‡iKwU †iLvsk wgwjZ n‡q †h `ywU mwbœwnZ †Kvb Drcbœ K‡i Zv‡`i mgwó KZ? = 180 wWwMÖ|

·        GKwU mgZj GKwU mgZ‡ji Ici j¤^ n‡j mgZj؇qi Aš—f©~³ wØZj †KvYwU †Kgb n‡e? = GK mg‡KvY|

·        `ywU †Kv‡Yi GKB kxl© we›`y Ges GKwU mvaviY evû _vK‡j  Ges †KvY `ywU H mvaviY evûi wecixZ w`‡K Ae¯’vb Ki‡j Zv‡`i‡K wK e‡j? = mwbœwnZ †KvY|

·        `ywU †Kv‡Yi mgwó GK mg‡Kv‡bi mgvb n‡j Zv‡`i GKwU‡K AciwUi Kx e‡j? = cyiK †Kvb ÿ‡j|

·        90 wWwMÖ A‡c¶v eo wKš‘ 180 wWwMÖ A‡c¶v †QvU ‡KvY‡K Kx e‡j? = ¯’yj †KvY e‡j|

·        `yB mg‡Kv‡Yi †P‡q eo †KvY †K Kx e‡j? = cÖe„× †KvY|

·        `ywU †Kv‡Yi mgwó `yB mg‡Kv‡Yi mgvb n‡j Zv‡`i‡K m¤úyiK †Kvb e‡j Ges Zv‡`i GKwU‡K AciwUi ---- e‡j? = m¤úyiK|

·        ‡Kvb †KvY‡K mvaviYZ †KvY cwigv‡ci GKK wnmv‡e aiv n‡q _v‡K? = mg‡KvY|

·        `ywU †KvY ci¯úi mgvb Ges G‡`i GKwUi GK evû AciwUi GK evûi mgvš—ivj| †KvY `ywUi Aci evû؇qi g‡a¨ m¤úK© †Kgb? = Giv ci¯úi mgvš—ivj|

·        ‡Q`‡Ki GK cvk¦©¯’ Aš—t‡KvY ؇qi mgwó KZ? = 180 wWwMÖ|

·        mg‡KvY I mij †Kv‡Yi mgwó‡K Kx e‡j? = cÖe„× †KvY|

·        mgevû wÎf~‡Ri cÖ‡Z¨KwU evûi ˆ`N©¨ KZ? = 60 wWwMÖ|

·        GKwU wÎf~‡Ri KqwU m~² †Kvb _v‡K? = 2 wU|

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