2. Let p, q and r be the following statements: p: You run 10 laps daily. q: You are healthy. r: You take multi-vitamins. Translate the following into logical notation using p, q and r as logical connectives. a) You run 10 laps daily, you take multi-vitamins, and you are healthy. b) Either you are healthy or you do not run 10 laps daily, and you do not take multi-vitamins. c) If you do not run 10 laps daily or do not take multi-vitamins, then you will not be healthy.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.1: Real Numbers
Problem 30E
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2. Let p, q andr be the following statements:
p: You run 10 laps daily.
q: You are healthy.
r: You take multi-vitamins.
Translate the following into logical notation using p, q and r as logical connectives.
a) You run 10 laps daily, you take multi-vitamins, and you are healthy.
b) Either you are healthy or you do not run 10 laps daily, and you do not take multi-vitamins.
c) If you do not run 10 laps daily or do not take multi-vitamins, then you will not be healthy.
Transcribed Image Text:2. Let p, q andr be the following statements: p: You run 10 laps daily. q: You are healthy. r: You take multi-vitamins. Translate the following into logical notation using p, q and r as logical connectives. a) You run 10 laps daily, you take multi-vitamins, and you are healthy. b) Either you are healthy or you do not run 10 laps daily, and you do not take multi-vitamins. c) If you do not run 10 laps daily or do not take multi-vitamins, then you will not be healthy.
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