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The book is written at a level suitable for high school students and interested amateurs, [1] [3] and McAndrew recommends the book to them. [ 2 ] Both Baggett and Gerry Leversha find the chapter on fractals (written by Robert A. Chaffer) [ 6 ] to be the weakest part of the book, [ 1 ] [ 4 ] and Joop van der Vaart calls this chapter interesting ...
The total time of the journey in the presence of air resistance (more specifically, when =) can be calculated by the same strategy as above, namely, we solve the equation () =. While in the case of zero air resistance this equation can be solved elementarily, here we shall need the Lambert W function .
The first book on the systematic algebraic solutions of linear and quadratic equations by the Persian scholar Muhammad ibn Mūsā al-Khwārizmī. The book is considered to be the foundation of modern algebra and Islamic mathematics. [10] The word "algebra" itself is derived from the al-Jabr in the title of the book. [11]
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The 10 to 1 ratio was an estimate made in 1972; current estimates put the ratio at either 3 to 1 or 1.3 to 1. [301] The total length of capillaries in the human body is not 100,000 km. That figure comes from a 1929 book by August Krogh, who used an unrealistically large model person and an inaccurately high density of capillaries.
The book is set in the years during the famine in Bengal in 1770 CE. [3] It starts with introduction to a couple, Mahendra and Kalyani, who are stuck in their village Padachinha without food and water in a time of famine. They decide to leave their village and move to the next closest city where there is a better chance of survival.
[10] [11] The second quadrant is an e-content which could include e-books, illustrations, Case studies, Open source content, reference links, further reading sources, etc. [12] The third quadrant is about clearing students' queries where students can interact with each other and faculty; any student or faculty can answer a student’s question ...