If the signs ‘+’ and ‘÷’ are interchanged, then which of the following equations can be correctly balanced?

To determine which equation is correctly balanced when the signs '+' and '÷' are interchanged, we apply the interchange to the given correct option:

$22+11\times 8÷3=19$

Interchanging the signs '+' and '÷' gives the following new equation:

$22÷11\times 8+3=19$

Now, we evaluate the Left Hand Side (LHS) of this equation step-by-step using the BODMAS rule (Division first, then Multiplication, and finally Addition):

Step 1: Perform the division operation ($22÷11$).
$22÷11=2$
The equation becomes:
$2\times 8+3$

Step 2: Perform the multiplication operation ($2\times 8$).
$2\times 8=16$
The equation becomes:
$16+3$

Step 3: Perform the addition operation ($16+3$).
$16+3=19$

Since the calculated LHS (19) is equal to the Right Hand Side (RHS) of the equation (19), the equation is correctly balanced.