Feb 15, 2021
If you haven’t read “Indirect Proof” by Seekrest (aka @pursue-solitude) please do it! I did a piece of fanart for her! I hope you all enjoy :)
seen from United States
seen from Malaysia
seen from United States
seen from Canada
seen from United States
seen from United States
seen from China
seen from Mexico
seen from Singapore
seen from China
seen from Saudi Arabia
seen from United States
seen from United States
seen from United States
seen from United States
seen from Australia
seen from United States
seen from United States
seen from Malaysia
seen from Finland
If you haven’t read “Indirect Proof” by Seekrest (aka @pursue-solitude) please do it! I did a piece of fanart for her! I hope you all enjoy :)
Indirect proof by contraposition: ¬Q ⇒¬P
Indirect proof by contraposition: ¬Q ⇒¬P
1. Introductie 2. Voorbeeld 3. Oefenen
ENGNL
Coming soon-ish… If that isn’t soon enough, just leave a comment below! 😉 Share on pinterest Share on facebook Share on twitter Share on linkedin Share on tumblr 1. Introductie contrapositie
I.p.v. (P⇒Q), bewijzen we met de contrapositie (¬Q ⇒¬P). Zoals je in de tabel hieronder ziet, hebben zowel (P⇒Q) en (¬Q ⇒¬P) dezelfde uitkomst…
View On WordPress
Direct proof: (P ⇒ Q)
Direct proof: (P ⇒ Q)
1. Introductie 2. Voorbeeld 1 3. Voorbeeld 2 4. Voorbeeld 3 5. Onderscheiding
ENGNL
Coming soon-ish… If that isn’t soon enough, just leave a comment below! 😉 Share on pinterest Share on facebook Share on twitter Share on linkedin Share on tumblr 1. Introductie direct bewijs
Met een direct bewijs, bewijzen we direct de implicatie (P⇒Q). Als je geen irrationaal getal, rationaal getal…
View On WordPress
Introduction to proving mathematical statements
Introduction to proving mathematical statements
1. Introductie 2. Manieren van bewijs 3. Direct/indirect 4. Slimmigheden
ENGNL
Coming soon-ish… If that isn’t soon enough, just leave a comment below! 😉 Share on pinterest Share on facebook Share on twitter Share on linkedin Share on tumblr 1. Introductie bewijzen
Veel wiskundige uitspraken zijn te schrijven als een implicatie. Implicaties zijn te schrijven in de vorm van: als P dan…
View On WordPress
[Total: 1 Average: 5/5] Indirect Proof (Proof by Contradiction) When trying to prove a statement is true, it may be beneficial to ask yourself, “What if this statement was not true?” and examine what happens. This is the premise of the Indirect Proof or Proof by Contradiction. Indirect Proof: Assume what you need to …
indirect proof (proof by contradiction)