3 – masala. Tarkibi Ci=54,7 %; Hi=3,3 %; =0,8 %; Ni=0,8 %; Oi=4,8%; Ai=27,6 % va Wi=8,0 % bo’lgan K markali qarag’anda ko’mirining ishchi massasiga ko’ra yuqori yonish issiqligi, namlik va kulliligining keltirilgan qiymatlari aniqlansin
Javob: ![](data:image/png;base64,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)
4 – masala. Yonuvchi massasiga ko’ra tarkibi Cyo=71,0 %; Hyo=4,3 %; =0,6 %; Nyo=1,1 %; Oyo=23,0 %; quruq massasiga ko’ra kulligi Aq=15,0 % va ishchi namligi Wi=37,5% bo’lgan B2 markali ko’mirning namlik, kullilik va oltingugurtliligining keltirilgan qiymatlari, hamda issiqlik ekvivalenti aniqlansin.
Do'stlaringiz bilan baham: |