PPT-Determine if each statement is true or false.

1 The measure of an obtuse angle is less than 90 2 All perfectsquare numbers are positive 3 Every prime number is odd 4 Any three points are coplanar Drill Friday 1014. p p Conjunction both statements must be true Two True statements will result in a True T Any other combination will produce a False F p q p q Disjunction If eitheror both statements are true the entire statement is true One True will result in a T ChAPTER 3. 1. The Conditional. and. the Biconditional. 3.3. 2. Truth Value of the . Conditional Statement . 3. p. q. p. → . q. T. T. T. T. F. F. F. T. T. F. F. T. The . conditional . statement . p. a. turns on the vehicles electrical system. 2. air vents. b. makes your vehicle stop without a lot of foot power. 3. ignition switch. c. maintains speed so that you do not have to use the accelerator. Chapter 2. Predicates and quantifiers. Can be used to express the meaning of a. . wide range of statements. Allow us to reason and explore relationship between objects. 2. Predicates. statements involving variables, . PHI 120. Presentation: "Truth Tables – Sentences". Homework. Review. WFFs. Can you read sentences correctly?. Print: . Truth Tables. handout. "Building TTs: Sentences and Sequents". "Connectives – when are they false". (True;fa;b;cg)(False;fa;b;cg)(False;fa;bg)(True;fa;bg)(False;fa;cg)(True;fb;cg)(True;fa;cg)(True;;)(False;;)(False;fb;cg)(True;fbg)(True;fcg)(False;fcg)(False;fbg)(False;fag)(True;fag)ModelFormulasBas Formula Condition Answer Comment '=b true true '=a true true doesnotdependonandistherefore false false vacuouslytrueiniffistrue '=a^b false false doesnotdependon true;btrue true dependson :' istrue fa Dr. . Yasir Ali. Predicates. Quantifiers. . Universal Quantifiers . Existential Quantifiers. Negation of Quantifiers. Universal Conditional Statement. Negation of Universal Conditional. Multiple Quantifiers. False. _________ bonds are issued by state and local government agencies.. Municipal. In the loan repayment schedule, the term amortized refers to. The repayment of the principal through a series of equal payments. Disclaimer: This document is provided “as-is”. Information and views expressed in this document, including URL and other Internet Web site references, may change without notice. You bear the risk of using it. This document does not provide you with any legal rights to any intellectual property in any Microsoft product. You may copy and use this document for your internal, reference purposes. © 2012 Microsoft Corporation. All rights reserved. Microsoft, Windows, and Windows Live are trademarks of the Microsoft group of companies. All other trademarks are property of their respective owners. . Instructor: David L . Egle. 1. Instructor – David . Egle. Office: ENGR 3.296. Office Hours: see syllabus. Phone: 665-3518 (office) . E-Mail: david.egle@utrgv.edu. Website: faculty.utrgv.edu/. Adapted from Patrick J. Hurley, . A Concise Introduction to Logic. (Belmont: Thomson Wadsworth, 2008).. What is a statement?. A statement is a sentence that is asserted that can be true or false. . Which of the following are statements?. To fully understand deductive reasoning we need a general theory of . deduction to.  .  . Explain . the relations between premises and conclusions. .. Provide . techniques for discriminating between valid and invalid.. ages . 17 to 24. Drug awareness week. STATEMENT 1. The number of young people . ages 15 . to 24 consuming . alcohol . increases every . year.. True . or false? . FALSE!. Consumption has . decreased. compared .