Ethylene Glycol is used in automobile antifreeze and preparation of polyester fiber. Ethylene glycol is produced in the following reaction:
C2H2O + H2O → C2H6O2
If 90 g of water are used completely in the reaction, how many moles of ethylene glycol are produced? How many grams is this equivalent to?
Q154211
Ethylene Glycol is used in automobile antifreeze and preparation of polyester fiber. Ethylene glycol is produced in the following reaction:
C2H2O + H2O → C2H6O2
If 90 g of water is used completely in the reaction, how many moles of ethylene glycol is produced? How many grams is this equivalent to?
Solution:
Ethylene glycol is prepared from ethylene (C2H4). The intermediate in the reaction is ethylene oxide(C2H4O ). Ethylene oxide reacts with water to form ethylene glycol.
C2H4O + H2O → C2H6O2
Maybe the reaction given in the question is incorrect and it is C2H4O instead of C2H2O.
Please check the reaction again.
We will consider C2H4O instead of C2H2O and solve the problem.
So the correct reaction is
C2H4O + H2O → C2H6O2
The mass of water used in the reaction is 90grams. Since all of the water is consumed in the reaction so we can consider that H2O is the limiting reactant and the moles of
ethylene glycol formed can be calculated using the mass of water.
Step 1: Convert 90 grams of H2O to moles.
molar mass of H2O = 2 * atomic mass of H + 1 * atomic mass of O
= 2 * 1.00794g/mol + 1 * 15.999g/mol
= 2.01588g/mol + 15.999g/mol
= 18.015g/mol
Step 2: Using mole to mole ratio of H2O and C2H6O2 from the reaction find the moles
of ethylene glycol formed from 4.996 mol H2O.
The reaction is 1C2H4O + 1H2O → 1 C2H6O2
The mole to mole ratio of H2O and C2H6O2 in this reaction is 1:1.
moles of C2H6O2 = 4.996 mol H2O * 1mol C2H6O2 /1 mol H2O
= 4.996 mol C2H6O2.
in the given question 90 g is given in 1 significant figure, so our final answer must also be
in 1 significant figure.
Hence the moles of ethylene glycol formed is 5 moles.
Next, we convert 5 mol C2H6O2 to grams using the molar mass of C2H6O2.
molar mass of C2H6O2
= 2 * atomic mass of C + 6 * atomic mass of H + 2 * atomic mass of O
= 2 * 12.011 g/mol + 6 * 1.00794 g/mol + 2 * 15.999 g/mol
= 24.022g/mol + 6.0476g/mol + 31.998g/mol
= 62.0676g/mol
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