If then statements

Original: If it is red then it is not blue.
Inverse: if it is not red then it is blue.
Converse: if it is not blue then it is red
Contrapositive: if it is blue then it is not red.

All of these are true.
This is a biconditional statement.

For the Love of Mathematics

I love mathematics because it's something I'm something I'm actually good at. I struggle with a lot of things but a lot of times people actually look to me for help.  Math helps in everyday life. Some of the most important skills in life require math. I like math because it can only be right or wrong there's no debate about it.