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"Penelitian ini merupakan pengembangan yang dilakukan untuk menghasilkan Buku Ajar Pendidikan Matematika II yang dapat digunakan sebagai salah satu sumber belajar bagi mahasiswa Pendidikan Guru Sekolah Dasar (PGSD) semester IV. Pengembangan yang digunakan mengacu pada model pengembangan ADDIE, yang terdiri atas 5 tahap, yaitu (1) analisis, (2) perancangan, (3) pengembangan, (4) implementasi, (5) evaluasi. Produk penelitian berupa Buku Ajar Pendidikan Matematika II menggunakan pendekatan Pendidikan Matematika Realistik. Prototipe produk divalidasi oleh ahli, ahli desain, ahli media, kemudian dilakukan uji perorangan dan uji kelompok. Data dikumpulkan dengan menggunakan kuesioner dan pedoman wawancara. Data yang didapatkan dianalisis dengan statistik deskriptif. Dari hasil kuesioner dan wawancara diketahui bahwa buku ajar yang dikembangkan layak diterapkan kepada mahasiswa PGSD. "

"Imagine that you’ve finally found a parking space after a long and harrowing search, but are now encountering some difficulty in trying to enter this space. Wouldn’t it be great if you knew a formula that allowed you to enter the space without difficulty? Are you annoyed because your soda can doesn’t remain upright during a picnic? Would you like to know why a mirror swaps right and left, but not top and bottom? Are you looking for a mathematical speech to toast your mother-in-law’s 85th birthday? Or do you want to give your heart away mathematically? Dr. Norbert Herrmann provides amusing and entertaining solutions to these and many other problems that we encounter in everyday situations."

"This innovative textbook introduces a new pattern-based approach to learning proof methods in the mathematical sciences. Readers will discover techniques that will enable them to learn new proofs across different areas of pure mathematics with ease. The patterns in proofs from diverse fields such as algebra, analysis, topology and number theory are explored. Specific topics examined include game theory, combinatorics, and Euclidean geometry, enabling a broad familiarity.The author, an experienced lecturer and researcher renowned for his innovative view and intuitive style, illuminates a wide range of techniques and examples from duplicating the cube to triangulating polygons to the infinitude of primes to the fundamental theorem of algebra. Intended as a companion for undergraduate students, this text is an essential addition to every aspiring mathematician’s toolkit."