Find the two signs to be interchanged for making the following equation correct.
2 + 10 × 12 − 4 ÷ 24 = 8

The correct option is ÷ and −.

Given equation:
$2+10\times 12-4÷24=8$

Interchanging the signs $÷$ and $-$, the equation becomes:
$2+10\times 12÷4-24=8$

Now, solving the Left-Hand Side (LHS) step-by-step using the BODMAS rule (Brackets, Orders, Division, Multiplication, Addition, Subtraction):

Step 1: Perform Division ($12÷4$)
$12÷4=3$

Substituting this back into the expression:
$2+10\times 3-24$

Step 2: Perform Multiplication ($10\times 3$)
$10\times 3=30$

Substituting this back into the expression:
$2+30-24$

Step 3: Perform Addition ($2+30$)
$2+30=32$

Step 4: Perform Subtraction ($32-24$)
$32-24=8$

Since $\text{LHS}=\text{RHS}=8$, interchanging the signs $÷$ and $-$ makes the equation correct.