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Discrete Math Quiz 1 - Spring '02 by Prof. S. Brick, Exercises of Discrete Mathematics

The solutions to quiz 1 for discrete math course (math 267) given by prof. S. Brick in spring '02. The quiz includes questions on logical operators, specifically the conditional '→' and negation '¬'. The third question asks to write a mathematical sentence in first-order logic about the existence of square roots.

Typology: Exercises

2012/2013

Uploaded on 03/31/2013

parthivi
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Download Discrete Math Quiz 1 - Spring '02 by Prof. S. Brick and more Exercises Discrete Mathematics in PDF only on Docsity! Prof. S. Brick Discrete Math; Quiz 1 Math 267 Spring ’02 section 1 0. Print your name: 1. Suppose p =“I love Math”, q =“I study a lot”, and r =“I’ll get a good grade.” Express in English the meaning of (p ∧ q) → r. 2. Determine whether or not the propositions (¬p) → q and (¬q) → p are logically equivalent. 3. Using a first order language with universe being the set of all real numbers, the pred- icates less than “≤” , the function multiplication “·”, and the constant zero “0”, write a mathematical sentence that expresses the most general result about the existence of square roots that is true in that domain of discourse.
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