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The minimum mass of mixture of A2 and B4 required to produce at least 1 kg of each product is:
(Given At. mass of ‘A’ = 10; At mass of ‘B’ = 120) 5A2 + 2B4 → 2AB2 + 4A2B
  • a)
    2120 gm
  • b)
    1060 gm
  • c)
    560 gm
  • d)
    1660 gm
Correct answer is option 'A'. Can you explain this answer?
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A = 2 kg/mol and B = 4 kg/mol)

To produce 1 kg of product A, we need 1 mol of A2. Since each A2 molecule has a mass of 2 kg/mol, the mass of A2 required is 2 kg.

To produce 1 kg of product B, we need 0.25 mol of B4. Since each B4 molecule has a mass of 4 kg/mol, the mass of B4 required is 1 kg.

Therefore, the minimum mass of the mixture of A2 and B4 required to produce at least 1 kg of each product is 2 kg + 1 kg = 3 kg.
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The minimum mass of mixture of A2 and B4 required to produce at least 1 kg of each product is:(Given At. mass of ‘A’ = 10; At mass of ‘B’ = 120) 5A2+ 2B4→2AB2+ 4A2Ba)2120 gmb)1060 gmc)560 gmd)1660 gmCorrect answer is option 'A'. Can you explain this answer?
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