Which two signs should be interchanged to make the given equation correct?

$17\times 4+6÷2-27=92$

The correct option to be interchanged is + and −.

Let us verify this by interchanging the plus (+) and minus (−) signs in the given equation:

$17\times 4+6÷2-27=92$

After interchanging + and −, the equation becomes:
$17\times 4-6÷2+27=92$

Now, we simplify the Left-Hand Side (LHS) of the equation using the BODMAS rule (Bracket, Of, Division, Multiplication, Addition, Subtraction):

Step 1: Division
Perform the division operation first:
$6÷2=3$

Substituting this back into the expression, we get:
$17\times 4-3+27$

Step 2: Multiplication
Next, perform the multiplication operation:
$17\times 4=68$

Substituting this value gives:
$68-3+27$

Step 3: Addition and Subtraction
Now, perform the remaining addition and subtraction:
$68+27-3=95-3=92$

Since the Left-Hand Side (92) is equal to the Right-Hand Side (92), the equation is correct.
Therefore, interchanging the signs + and − makes the given equation mathematically correct.