Proofs

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Last updated 3:46 AM on 10/24/25
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23 Terms

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Proof vs Show

Proof= Using LHS AND RHS (solve both simultaneously in order to prove that they are equal to eachother or not depends on question)

Show= LHS only or RHS only. Don’t use both.

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Even =

Odd =

<p></p>
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<p>Prove by contradiction</p>

Prove by contradiction

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<p>Prove by contradiction</p>

Prove by contradiction

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<p>Prove by contradiction</p>

Prove by contradiction

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<p>Prove by contradiction</p>

Prove by contradiction

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What is the contradition of this:

(…) is odd then n is even

(….) AND n are both odd because after is smt = statement (don’t change) and after then is assumption(that will be contradicted)

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How to write inductions

Basis: plug in n=0,1,2 depends. Simple whole number

Induction: Assume true n=k and show true for n=k+1(add 1 in order to show it does work for other numebrs) and plug in k+1 to show that LHS is RHS

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Write the format of induction

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<p>Show by induction</p>

Show by induction

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<p>Show by induction part e</p>

Show by induction part e

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<p>Prove by induction</p>

Prove by induction

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Product/sum of two consecutive integers is always?

Product= even

Sum= Odd

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