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The Brave Soldier Crash Pak kit contains everything you need to effectively treat a common road rash injury immediately after crashing. Proper use of this kit helps prevent abrasions from healing with dirt and debris embedded in the wound. Formula Notes:Skin abrasions, cuts, and blisters. Brave Soldier Crash Paks is the all-inclusive kit for any outdoor active individual. Crash Paks contains the essentials needed to effectively treat small and...
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£ 11.50
Brave Soldier Crash Paks
The Brave Soldier Crash Pak kit contains everything you need to effectively treat a common road rash injury immediately after crashing. Proper use of this kit helps prevent abrasions from healing with dirt and debris embedded in the wound.Brave Soldier Crash Paks is the all-inclusive kit for all outdoor active individuals. Crash Paks contains the essentials needed to effectively treat small and large skin wounds, road rash injuries, and skin scrapes. Properly treat up to 4 wounds with this lightweight, resealable, and waterproof kit. Compact packaging stows away perfectly into any jersey pocket or backpack. Kit Includes: * Antiseptic Ointment * 4 x 3 non-adhering wound dressing (2) * 3 x 3 general use surgical sponges (2) * 6'' stretch net burn gauze (2) * 4 x 2 bandages (2) * 1 X 3 bandages (2) * Butterfly cut closures (2) * Betadine antiseptic pads (2) * Antiseptic towelettes (2) * Advil Pain Relief Tablets (2) * Road Rash Treatment guide All are conveniently tucked away in our waterproof 6'' x 8'' Mylar bag.
£ 11.30
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An Introduction to Mathematical Reasoning: Numbers, Sets and Functions - Peter J. Eccles
ISBN: 0521597188 Published: Dec 1997 Format: Paperback Pages: 362 The purpose of this book is to introduce the basic ideas of mathematical proof to students embarking on university mathematics. The emphasis is on helping the reader in understanding and constructing proofs and writing clear mathematics. This is achieved by exploring set theory, combinatorics and number theory, topics which include many fundamental ideas which are part of the tool kit of any mathematician. This material illustrates how familiar ideas can be formulated rigorously, provides examples demonstrating a wide range of basic methods of proof, and includes some of the classic proofs. The book presents mathematics as a continually developing subject. Material meeting the needs of readers from a wide range of backgrounds is included. Over 250 problems include questions to interest and challenge the most able student as well as plenty of routine exercises to help familiarize the reader with the basic ideas. Contents: Part I Mathematical Statements and Proofs: 1 The language of mathematics - 2 Implications - 3 Proofs - 4 Proof by contradiction - 5 The induction principle - Part II Sets and Functions: 6 The language of set theory - 7 Quantifiers - 8 Functions - 9 Injections, surjections and bijections - Part III Numbers and Counting: 10 Counting - 11 Properties of finite sets - 12 Counting functions and subsets - 13 Number systems - 14 Counting infinite sets - Part IV Arithmetic: 15 The division theorem - 16 The Euclidean algorithm - 17 Consequences of the Euclidean algorithm - 18 Linear diophantine equations - Part V Modular Arithmetic: 19 Congruences of integers - 20 Linear congruences - 21 Congruence classes and the arithmetic of remainders - 22 Partitions and equivalence relations - Part VI Prime Numbers: 23 The sequence of prime numbers - 24 Congruence modulo a prime - Solutions to exercises. Brief Description: The purpose of this book is to introduce the basic ideas of mathematical proof and reasoning to students starting university mathematics.
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