To evaluate the expression $(-64) \div (2^5)$, let’s break it down step-by-step.

1. Evaluate $2^5$: $2^5 = 32$

2. Divide $-64$ by $32$: $-64 \div 32 = -2$

Thus, the answer is $-2$, which corresponds to option D.

Would you like further explanation on any step?

Here are some related questions to practice:

1. Evaluate $(-128) \div (2^6)$.
2. Simplify $(-32) \div (2^3)$.
3. What is the result of $(-16) \div (2^4)$?
4. Calculate $(-256) \div (2^7)$.
5. Evaluate $(-100) \div (2^2)$.

Tip: When dividing by a power of two, remember that each increase in exponent doubles the divisor.