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Calculate the quantity of the pure lime and soda required for softening of 1,00,000 litres of water containing the following impurities in ppm. The purity of lime is 70% and soda is BS% Ca(HCO3) = 30.2 , Mg(HCO3) = 20.8 ,CaCI2 = 28.1 ,MgCl2 = 8.78, CaSO4 = 35, MgSO4 = 6.7 .
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Distinguish between thermoplastic and thermosetting resins. ?
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How is gypsum useful in setting and hardening of cement?
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Write the applications of Fullerenes.
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Discuss fullerenes. Give its applications.
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Define lubricants and lubrication. Discuss the hydrodynamic lubrication in detail.
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Calculate the amount of lime (85% pure) and soda (95% pure) required to soften one million litre of water which contains CaCO3 = 12. 5ppml MgCO3 = 8.4ppml
CaCl2 = 22.2ppml , MgCl2 = 9.5ppml C02 = 33ppml HCI = Z3ppml organic matter= 16.Bppm
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Calculate the amount of lime {80 %purity) and soda {90% purity) required for softening of 50,000 of hard water whose chemical analysis results are given below. Ca(HCO3 ) = 40.5 mg/L, Mg( HCO3)2 = 73.0 mg/L, MgSO4 = 60.0 mg/L, CaSO4 = 34.0 mg/L, CaCl2 = 27.5 mg/L and NaCI = 20.0 mg/L.
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Mention the conditions under which semi-solid lubricants can be used
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Explain with the help of chemical reactions 'setting and hardening' process of cement.
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What is reduced or condensed phase rule.
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What are the conditions for use of solid lubricants? Discuss the structure and uses of Graphite.
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Write a note on fullerene.
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Explain the reduced phase rule .
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A sample of water contains following impurities :
Mg(HCO3)2 =73 mg/lit , MgSO4 = 120 mg/lit , CaCl2 = 222 mg/lit and Ca(NO3)2 = 164 mg/lit . The purity of lime is 74% and soda is 90% . Calculate the quantity of lime and soda needed for softening of 50,000 litres of water .
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Explain with the help of chemical reactions “ Setting and Hardening “ of cement .
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Define
a) Phase b) Component c) Degree of freedom
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The hardness of 85000 litres of water sample was removed by passing it through a zeolite softener. The zeolite required 2000 litres of NaCl solution containing 190 mg/lit of NaCl for regeneration. calculate the hardness of sample.
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