Question

9. The following equilibrium is endothermic. In the box below, show how the reaction will shift response to the indicated str
Benzene Bromine Bromobenzene Hydrogen bromide
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Answer #1

Given equilibrium reaction is endothermic, hence we can write equation as shown below.

3 O 2 (g) + Heat \rightleftharpoons 2 O 3 (g)

Now, by applying Le-chateliars principle we can solve given problem.

According to this principle, when reactant is added to equilibrium reaction or one of the product is removed , equilibrium disturbs and to attain equilibrium reaction proceeds in forward direction.

In this case , oxygen and heat are reactants, hence addition of them shift reaction to the product side ( i e right side)

According to this principle, when product is added to equilibrium reaction or reactant is removed, equilibrium disturbs and to attain equilibrium reaction proceeds in backward direction.

in this case , addition of O 3 or removal of heat will shift reaction to left side.

Catalyst does not affect position of equilibrium

Stress Equilibrium shift ?
Increase O 2 concentration \rightarrow
Increase O 3 concentration   \leftarrow
Add heat \rightarrow
Catalyst No Shift
Cool reaction \leftarrow

PART 2

Consider given reaction , C6H6 (l) + Br 2 (l) \rightarrow C6H5Br (l) + HBr (g)

From reaction, 1 mol C6H6\equiv 1 mol Br 2\equiv 1 mol  C6H5Br \equiv 1 mol HBr

To find limiting reactant we must know molar mass of both reactants.

Molar mass of benzene ( C6H6 ) = ( 6 \times 12.01 ) + ( 6 \times 1.0079 ) = 78.11 g / mol

Molar mass of Br 2 = ( 2 \times 79.91 ) = 159.82 g / mol

We have , 1 mol C6H6\equiv 1 mol Br 2

i e 78.11 g C6H6\equiv 159.82 g Br 2

\therefore 40 g  C6H6\equiv 159.82 \times 40 / 78.11 g Br 2

\therefore 40 g  C6H6\equiv 81.84 g  Br 2

40 g benzene will require 81.84 g Br 2 . The provided amount of Br 2 is 125 g. Hence, it is excess reactant.

Therefore, benzene is limiting reactant .

ANSWER : Limiting reactant : Benzene

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