Question: Which of these are equal to 10? Select all that apply. A checkmark box at top-left contains the expression: $-(60/6)$. A checkmark box at top-center contains the expression: $-60/6$. A checkmark box at top-right contains the expression: $-60/-6$.

1. **State the problem:** We need to determine which of the expressions $-(60/6)$, $-60/6$, and $-60/-6$ are equal to 10. 2. **Recall the order of operations and division rules:** Division and multiplication are performed before addition and subtraction. Also, a negative sign in front of a fraction means the entire fraction is negated. 3. **Evaluate each expression:** - For $-(60/6)$: $$60/6 = 10$$ So, $$-(60/6) = -10$$ - For $-60/6$: This means $(-60) \div 6$: $$-60/6 = -10$$ - For $-60/-6$: This means $(-60) \div (-6)$: $$-60/-6 = 10$$ 4. **Conclusion:** Only the expression $-60/-6$ equals 10. **Final answer:** $-60/-6$ is equal to 10.