The number moles of 'B' required to produce 2.5 moles of AB4 according to eqn
A+AB--->AB4
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Number of moles of B required is 10 mole..
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Hello dear,
There's some mistake in given question. Reaction should be A + B --> AB4
● Answer -
10 mol of B
● Explanation -
Balancing the given reaction,
A + 4B --> AB4
From this, we can say that 1 mole of A & 4 mol of B produces 1 mol of AB4.
Assuming A is in abundant quantity, no of mol of B required for the reaction is calculated by -
n(B) = n(AB4) × 4 / 1
n(B) = 2.5 × 4 / 1
n(B) = 10 mol
Therefore, 10 mol of B are required to produce 2.5 mol of AB4.
Thanks to you...
There's some mistake in given question. Reaction should be A + B --> AB4
● Answer -
10 mol of B
● Explanation -
Balancing the given reaction,
A + 4B --> AB4
From this, we can say that 1 mole of A & 4 mol of B produces 1 mol of AB4.
Assuming A is in abundant quantity, no of mol of B required for the reaction is calculated by -
n(B) = n(AB4) × 4 / 1
n(B) = 2.5 × 4 / 1
n(B) = 10 mol
Therefore, 10 mol of B are required to produce 2.5 mol of AB4.
Thanks to you...
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