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Mark Each Statement TRUE or FALSE  If AC=BC, then A=B\text { If } A \cup C = B \cup C \text {, then } A = B \text {. }

question 141

True/False

mark each statement TRUE or FALSE. Assume that the statement applies to all sets.
-  If AC=BC, then A=B\text { If } A \cup C = B \cup C \text {, then } A = B \text {. }


Definitions:

Conditional Probability

The likelihood that one event happens assuming a different event has already taken place.

Occurrence

The fact of something happening or the instance of something taking place.

Event

An occurrence or happening, particularly one of significance, often considered for its effects or outcomes in various contexts.

Exclusive

Pertaining to a unique right or privilege held by an entity, preventing others from sharing the same.

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