Using basic theorem proof skeletons to explain proof strategy.
Implications, proofs by contradiction, proofs by parts, equivalence - to be added (TBA)
What to do
- Consider how to sketch the proof skeletons for
the following:
-
theorem
x < > 0 implies exists y such that x * y = 1
-
theorem
x < = y and y < = x implies x = y
-
theorem
X meets Y U Z (the union of Y and Z) iff X meets Y or X meets Z
- For bonus credit, do Bonus Exercise 1.
Bonus credit work is optional (i.e., not required).