Maths
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Berisi Pembahasan Soal 13.3 untuk Kalkulus 2 Purcell (revisi sembilan) dan Soal 16.3 di buku Purcell kalkulus 2 (revisi delapan)
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Soal 16.3 Integral dalam Ruang Berdimensi n (kalkulus 2 Purcell)
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cours structures algébriques L2 (module: algébre 4).
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This is an update on the previous article which can be found here: https://www.academia.edu/9851402/Generalisations_of_the_properties_of_the_Neuberg_cubic_to_the_Euler_pencil_of_isopivotal_cubics
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This paper will discuss results that arise in specific configurations pertaining to invariance under isoconjugation. The results lead to revolutionary theorems and crucial results in both plane and projective geometry. This paper also... more
This paper will discuss results that arise in specific configurations pertaining to invariance under isoconjugation. The results lead to revolutionary theorems and crucial results in both plane and projective geometry. This paper also includes the first proof of an open problem proposed by Antreas Hitzapolakis to start with, and ends on a note demonstrating the power of the theorem developed in section 3.