I need help with this chart for Geometry. I partially get it and need help. In case you can't read the writing:
Converse - If it's a polygon then it's triangle
Inverse - If it's not a triangle then it's not a polygon
Contrapositive - If it's not a polygon then it's not a triangle. Medal will be rewarded for answer being accurate and correct. See below for Attachments.
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the statement "if it is a triangle, then it is a polygon" is obviously true
the converse "if it is a polygon, then it is a triangle" is silly
it could be a square for example , or an octagon
so that one is false
the Inverse - If it's not a triangle then it's not a polygon is also False
the inverse is the same as the converse
I gave you the the part where my handwriting was hard to read. It's in the question.
Contrapositive - If it's not a polygon then it's not a triangle.
is the same as the original statement, so it is True
@satellite73 so the counterexample for converse and inverse are the same
@zepdrix Read @satellite73 answer's and help me to the parts that are false