Consider the following equation:
$$26\times 54÷8+9-6=235$$

This equation is currently incorrect. By interchanging one pair of numbers within the equation, it can be made correct. Which pair of numbers should be swapped to balance the equation correctly?

Let's test Option D by swapping the numbers $6$ and $8$.
The original equation is:

$$26\times 54÷8+9-6=235$$

Replacing $8$ with $6$ and $6$ with $8$:

$$26\times 54÷6+9-8$$

Applying BODMAS rule:
First, division: $54÷6=9$
The equation becomes:

$$26\times 9+9-8$$

Next, multiplication: $26\times 9=234$
The equation becomes:

$$234+9-8$$

Finally, addition and subtraction:

$$243-8=235$$

LHS = RHS. Thus, swapping $6$ and $8$ balances the equation.