(A B) (B A), (A B) (A B) (A B) (B A) isa

mars03

wrote...

Go to Answer

Posts: 119

Rep:

A year ago

(A B) (B A), (A B) (A B) (A B) (B A) isa

“(A ∙ B) ⊃ (B ⊃ A), (A ≡ B) ⊃ (A ∙ B) ∴ (A ≡ B) ⊃ (B ⊃ A)” isa

▸ modus tollens

▸ modus ponens

▸ contraposition

▸ hypothetical syllogism

▸ disjunctive syllogism

Textbook

How to Think Logically

Edition: 2^nd

Authors: Seay, Nuccetelli

Read 41 times

1 Reply

Report

Replies

Answer verified by a subject expert

goodone14

wrote...

Posts: 134

Rep:

A year ago

More solutions for this book are available here

Report

mars03 Author

wrote...

A year ago

Smart ... Thanks!

njn;l

wrote...

Yesterday

You make an excellent tutor!

gage

wrote...

2 hours ago

Thanks

New Topic

Quick Reply

Explore

Post your homework questions and get free online help from our incredible volunteers

931 People Browsing

Start New Topic Take the Tour CoursesNew Study Tools Topics Trending Browse by Textbook

Live Chat

Related Images

4427

253

774

Your Opinion

Previous poll results: Do you trust social media networks with protecting your privacy?

It's sore throat season, why does my mucus have red spots?

Courses by Biology Forums

Strange Ingredients Lurking in Doritos Chips

The Toxic Skin and Fungi Defense

Bonobos, Chimpanzees, and the 98% DNA Link

Ready to ask a question on Biology Forums? Try it out

Home Search Q & A Board Gallery Resource Library Blog Dictionary Chat	Quick Links Start a Topic Latest Topics Unanswered Questions Courses Study Tools Browse by Textbook	Social Facebook YouTube Community Stats Who's Online Trending Staff	Help About Us Take the Tour Study Tips Posting Guidelines Terms and Policies Contact Us
Biology Forums - Study Force © 2010-2024 \| Powered by SMF \| SMF © 2015, Simple Machines \| Sitemap Biology-Forums.com is not affiliated with any publisher. Book covers, title and author names appear for reference only.