Which two signs should be interchanged to make the given equation correct?
$$5+156-12\times 15÷15=185$$

Let's verify the options using the BODMAS rule:
* Option D: Interchanging $÷$ and $-$
The modified equation becomes:

$$5+156÷12\times 15-15=185$$

Applying the BODMAS rule step-by-step:
1. Division: $156÷12=13$

$$5+13\times 15-15=185$$

2. Multiplication: $13\times 15=195$

$$5+195-15=185$$

3. Addition: $5+195=200$

$$200-15=185$$

4. Subtraction: $185=185$

Since LHS equals RHS, interchanging $÷$ and $-$ satisfies the equation.