Final answer:
None of the given inequalities have symbols that will be reversed when the variable is isolated.
Step-by-step explanation:
To determine which inequalities have symbols that will be reversed when the variable is isolated, we need to understand the rules for reversing inequality symbols. When multiplying or dividing by a negative value, the inequality symbol is reversed. Let's analyze each inequality:
- -10.5 < 3a: No variable is being isolated, so no reversal occurs.
- 6 ≥ 7: No variable is being isolated, so no reversal occurs.
- -4.5c > 9: No variable is being isolated, so no reversal occurs.
- -215 ≤ -52d: No variable is being isolated, so no reversal occurs.
- -13 ≥ 11: The variable is being isolated, and no multiplication or division by a negative value is involved, so no reversal occurs.
Therefore, the inequalities that have symbols that will be reversed when the variable is isolated are
None
.