Final answer:
Multiplying both sides of an inequality by zero results in an indeterminate form, transforming the inequality into a true statement without indicating a specific solution.
Explanation:
Multiplying by 0 on both sides in an inequality does not change the inequality's direction or validity. When both sides are multiplied by 0, you end up with an equality statement, such as 0 = 0, which is always true.
However, this action does not provide meaningful information for solving the inequality in terms of identifying a specific solution. It creates an indeterminate form where the value of the variable remains unknown.
Therefore, multiplying both sides of an inequality by 0 does not alter the inequality itself but rather transforms it into a true statement without revealing the actual values that satisfy the original inequality.
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