berdax1

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jumıstıń nátiyjesi:_____________________________________________________________________ __________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________ juwap: _____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________
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___________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________ bahası _________ tekserdi :____________________________________________________ [bookmark: _goback] laboratoriyalıq jumıs qıya tegislikte paydalı is koifficentin anılaw jumıstıń maqseti : qıya tegislik hám onnan ne maqsette paydalanıwdı úyreniw. dinamometrde denelerdiń salmaqların ólshew kónlikpesin túrlendiriw. paydalı hám tolı is koifficenti haqqında bilimlerdi ámelde bekkemlew, qáteliklerdi esaplaw kónlikpelerin túrlendiriw. kerekli ásbaplar : uzın juqa taxta, qısqıshlı shtativ, aǵash brusok, júkler toplamı, dinamometr. [image: ] jumıstıń orınlanıwı 1. juqa taxta hám shtativke bekkemlenedi. soń qıya tegisliktiń uzınlıǵı l hám biyiklik h ólshep alınadı. 2. dinamometr járdeminde aǵash bursoktı salmaǵı p anıqlanadı. 3. bursoktı qıya tegislikke qoyıp dinamometr járdeminde qiya tegislik bolap f kúsh penen joqarıǵa qarap bir tegis tartıladı. 4. at=fl járdeminde tolı af=ph járdeminde paydalı jumıslar esaplanandı. 5. ɳ = *100% m.nis járdeminde qıya tegisliktiń paydalı is koifficenti esaplanadı. tájriyb
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e keminde úsh márte tákirarlanadı hám nátiyjeler tómendegi tavlicaǵa jazıp barıladı. № l,(m) h,(m) f,(n) p,(n) at,(n) af,(n) h,(n) 1 2 3 4 image1.png

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