Exploring Trivial Proof
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- TRIVIAL PROOF
- We prove that a conditional statement is true via a
- We look at direct
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- We take a look at a
In-Depth Information on Trivial Proof
Dear all Please support the channel by donating whatever amount you can. You can find the QR code on the channel banner. Okay let's look at uh section 3.1 this section talks about uh two proof techniques first one is called the Discrete Mathematics lecture: Chapter # 1: Exercise: Proofs (1.7) Topics discussed: 1) Vacuous Proof 2) Learning Objectives: Determine when a conditional statement is vacuously true A conditional statement of the form "if P then Q" is ...
The r hypothesis was that x is an odd number right so in a
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