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Polyethylene can be produced from calcium carbide according to the following sequence of reactions;


The mass of polyethylene (in kg) which can be produced from 20.0 kg of pure CaC2 is
(rounded up to two decimal place):
    Correct answer is between '8.72,8.78'. Can you explain this answer?
    Verified Answer
    Polyethylene can be produced from calcium carbide according to the fol...
    Ans.

    Method to Solve :

    64 grams CaC2 gives 26 grams HC≡CH
    So 64kgCaC2 gives 26kg HC≡CH
    So 40kg CaC2 gives 26�40/64kg HC≡CH
    =16.25kgHC≡CH
    Now 26kgHC≡CH gives 28kg polythene
    So 16.25kgHC∘CH gives 28�16.25/26kgpolythene
    =17.5kg
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    Polyethylene can be produced from calcium carbide according to the following sequence of reactions;The mass of polyethylene (in kg) which can be produced from 20.0 kg of pure CaC2 is(rounded up to two decimal place):Correct answer is between '8.72,8.78'. Can you explain this answer?
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    Polyethylene can be produced from calcium carbide according to the following sequence of reactions;The mass of polyethylene (in kg) which can be produced from 20.0 kg of pure CaC2 is(rounded up to two decimal place):Correct answer is between '8.72,8.78'. Can you explain this answer? for Chemistry 2024 is part of Chemistry preparation. The Question and answers have been prepared according to the Chemistry exam syllabus. Information about Polyethylene can be produced from calcium carbide according to the following sequence of reactions;The mass of polyethylene (in kg) which can be produced from 20.0 kg of pure CaC2 is(rounded up to two decimal place):Correct answer is between '8.72,8.78'. Can you explain this answer? covers all topics & solutions for Chemistry 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Polyethylene can be produced from calcium carbide according to the following sequence of reactions;The mass of polyethylene (in kg) which can be produced from 20.0 kg of pure CaC2 is(rounded up to two decimal place):Correct answer is between '8.72,8.78'. Can you explain this answer?.
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