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Mathematical Proof
This booklet is designed to give a thorough grounding in Mathematical Proofs. A good understanding in this topic is essential for all those people who wish to go on and study Mathematics and other science subjects like, Physics, Chemistry and Engineering.
Often the fundamental concepts like these are frequently not completely understood leading to confusion and often dissatisfaction and can result in people giving up on the subject altogether.
This is a shame because such confusion can often be attributed to poor teaching or unexplained misconceptions. This series of booklets sets out to explain fully and clearly every step throughout with everything presented in an easy to understand format through a wide variety of fully worked solutions covering most exam type questions.
This booklet is the Mathematical Proofs module 1 and contains the following
Direct Proofs
Contrapositive Proofs
Indirect Proofs
Proof by Induction
Proof by Contradiction
Proof by Rearrangement
Proofs on Arithmetic and Geometric series
Proofs on odd and even numbers
P implies Q proofs
Reductio ad Absurdum
Galileo’s proof for falling bodies
Proof of Pythagoras’s Theorem
Trigonometric Proofs
Proofs on inequalities
Proof of Power Rule for Differentiation
Other booklets in this series will be published shortly so keep a lookout for these as they become available.
Often the fundamental concepts like these are frequently not completely understood leading to confusion and often dissatisfaction and can result in people giving up on the subject altogether.
This is a shame because such confusion can often be attributed to poor teaching or unexplained misconceptions. This series of booklets sets out to explain fully and clearly every step throughout with everything presented in an easy to understand format through a wide variety of fully worked solutions covering most exam type questions.
This booklet is the Mathematical Proofs module 1 and contains the following
Direct Proofs
Contrapositive Proofs
Indirect Proofs
Proof by Induction
Proof by Contradiction
Proof by Rearrangement
Proofs on Arithmetic and Geometric series
Proofs on odd and even numbers
P implies Q proofs
Reductio ad Absurdum
Galileo’s proof for falling bodies
Proof of Pythagoras’s Theorem
Trigonometric Proofs
Proofs on inequalities
Proof of Power Rule for Differentiation
Other booklets in this series will be published shortly so keep a lookout for these as they become available.
27 pages, Kindle Edition
Published July 24, 2017
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