Fiji is a small country in the South Pacific, whose main export crop is sugar. Fiji produces 300,000 t/y of sugar, and imports 300,000 t of fossil petroleum fuel. If all this sugar were converted to ethanol, what proportion of petroleum imports could it replace?
From the theory, we have ==>
1 mole of sugar (table sugar) produces 4 pole of ethanol
Molar mass of sugar = 342.2965 g
Molar mass of ethanol = 46.07 g
Therefore, 342.2965 g of sugar produces 4*46.07 g of ethanol
==> 1 kg of sugar produces (4*46.07/342.2965) = 0.5384 kg of ethanol
==> 1 t of sugar produces 0.5384 t of ethanol
==> 300000 t of sugar produces 0.5384*300000 = 161520 t of ethanol
Since, calorific value of 1 kg ethanol is approximately equal to 0.64 times that of 1 kg fossil petroleum fuel (petrol)
Therefore, energy from 161520 t of ethanol = energy from 0.64*161520 t =103372.8 t 103373 t of fossil petroleum fuel
Since, total import of fossil petroleum fuel was 300,000 t
Therefore, % of import of fossil petroleum fuel reduced = 103373 t / 300,000 t = 0.3446 = 34.46 % ==> ANSWER
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