Hi this is my first time at this forum can anyone help me with this question?
The question: If |x|=x, then >= 0
how do I put the question as a converse, contrapositive and inverse
Thanks very much for the help
Hi this is my first time at this forum can anyone help me with this question?
The question: If |x|=x, then >= 0
how do I put the question as a converse, contrapositive and inverse
Thanks very much for the help
Hello, greenway!
Welcome aboard!
Given an implication: .$\displaystyle p \to q$
. . $\displaystyle \begin{array}{ccc}\text{Converse: } & q \to p & \text{Switch the two parts} \\
\text{Inverse: }& \sim p \to\: \sim q & \text{Negate the two parts}\\
\text{Contrapositive: } & \sim q \to\: \sim p & \text{Switch and negate}
\end{array}$
Can you finish the problem now?