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In Questions Give an Example or Else Prove That There  A relation on {a,b,c} that is reflexive and transitive, but not antisymmetric. \text { A relation on } \{ a , b , c \} \text { that is reflexive and transitive, but not antisymmetric. }

question 2

Short Answer

In questions give an example or else prove that there are none.
-  A relation on {a,b,c} that is reflexive and transitive, but not antisymmetric. \text { A relation on } \{ a , b , c \} \text { that is reflexive and transitive, but not antisymmetric. }


Definitions:

Equal Sign

In programming, used as an operator to assign a value to a variable.

Valid C Expression

A combination of literals, variables, operators, and function calls that the C compiler can evaluate to a value.

Assignment Statement

An instruction that assigns a value to a variable, changing the variable's current value.

Amount + 1892

"Amount + 1892" appears to be an arithmetic expression that adds 1892 to the given amount.

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