Evaluate the expression: (36 - 8 4 - 15 / -3) / (3 -3 + -8(6 - 2))

$$36 - 8 \times 4 - 15 \div -3$$

Perform multiplication and division from left to right:

$$36 - (8 \times 4) - (15 \div -3)$$ $$36 - 32 - (-5)$$

Now perform subtraction from left to right:

$$(36 - 32) - (-5)$$ $$4 - (-5)$$ $$4 + 5$$ $$9$$

So, the numerator is 9.

$$3 \times -3 + -8(6 - (2))$$

Perform operations inside the parentheses first:

$$3 \times -3 + -8(6 - 2)$$ $$3 \times -3 + -8(4)$$

Now perform multiplication from left to right:

$$(3 \times -3) + (-8 \times 4)$$ $$-9 + (-32)$$

Perform addition:

$$-9 - 32$$ $$-41$$

So, the denominator is $-41$.

$$\frac{9}{-41}$$ $$-\frac{9}{41}$$