Let $P = \{ U . S \cdot \text { presidents } \} , \quad O = \text { Obama, } W = \text { Washington, } J = \text { Jones }$ . $$O \notin P$$

Name: Let $P = \{ U . S \cdot \text { presidents } \} , \quad O = \text { Obama, } W = \text { Washington, } J = \text { Jones }$ . \[O \notin P\]
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Obama (O) was a U.S. president, so he is a member of the set $P$ which represents U.S. presidents.

Let P={U.S⋅ presidents },O= Obama, W= Washington, J= Jones P = \{ U . S \cdot \text { presidents } \} , \quad O = \text { Obama, } W = \text { Washington, } J = \text { Jones }P={U.S⋅ presidents },O= Obama, W= Washington, J= Jones

Let $P = \{ U . S \cdot \text { presidents } \} , \quad O = \text { Obama, } W = \text { Washington, } J = \text { Jones }$