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  • Format: ePub

New Original Graphs in Trigonometry (Volume 1) introduces readers to groundbreaking mathematical discoveries that expand the landscape of trigonometry. In this work, Dr. Chibamba Mulenga presents a series of original trigonometric graphs, many of which are entirely new to the field. Moving beyond the familiar sine, cosine, tangent, secant, cosecant, and cotangent graphs, Dr. Mulenga unveils innovative functions such as sin[x] and their corresponding identities, offering fresh perspectives for students, educators, and researchers. This book not only redefines aspects of trigonometric study but…mehr

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Produktbeschreibung
New Original Graphs in Trigonometry (Volume 1) introduces readers to groundbreaking mathematical discoveries that expand the landscape of trigonometry. In this work, Dr. Chibamba Mulenga presents a series of original trigonometric graphs, many of which are entirely new to the field. Moving beyond the familiar sine, cosine, tangent, secant, cosecant, and cotangent graphs, Dr. Mulenga unveils innovative functions such as sin[x] and their corresponding identities, offering fresh perspectives for students, educators, and researchers. This book not only redefines aspects of trigonometric study but also provides a valuable pedagogical resource for high schools, colleges, and mathematicians seeking to advance the discipline.

Dr. Chibamba Mulenga is a distinguished mathematician, educator, and inventor. He earned his Ph.D. in Mathematics Education from The Ohio State University, where he also served as a Graduate Teaching Associate in the Department of Mathematics. He holds a Bachelor of Science in Computer Science from Ohio State and a Master of Science in Mathematics and Statistics from Case Western Reserve University in Cleveland, Ohio.

In addition to this volume, Dr. Mulenga is the author of The Fundamental Principle of Digits of a Number. His contributions to mathematics education and his innovative research have earned him recognition as a thought leader in the field. With New Original Graphs in Trigonometry, he continues his mission of making mathematics more accessible, inspiring, and forward-looking.


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