Жұмысты орындау тәртібі:
Жұмыс орнында қондырғының сызбасын және сипаттамасын қолдана отырып оның құрылысымен және жұмыс істеу принципімен танысу.
3 әртүрлі массалары ![](data:image/png;base64,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) қосымша жүктер және екі бірдей М массалы жүктер бар екендігін тексеру. Жүктердің М массаларын және қосымша жүктердің массаларын 1- кестеге енгізу.
17.1 кесте
м
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м
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кг
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кг
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, с
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,
м/с2
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м/с2
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, %
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Достарыңызбен бөлісу: |