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Byju's is an education tutoring app that runs on a freemium model, [30] with free access to content limited for 15 days after the registration. [30] [31] It was launched in August 2015, [32] offering educational content for students from classes 4 to 12. [33]
Byju was born on 5 January 1980 in the Azhikode [1] [2] village of Kerala, India to Raveendran and Shobhanavalli, physics and mathematics teachers, respectively. [3] [4] He studied at a Malayalam medium school where his mother was a mathematics teacher and his father a physics teacher. [5] [6] He would skip classes and then learn at home. [7] [8]
[10] [7] In 2020, she told Fortune India, "It was an auditorium-style class with 100 students. They were just a couple of years younger than me so to look mature I wore a saree to the class." [3] During her teaching career, she taught mathematics, English, and logical reasoning. [3]
The syllabus for the State Board School Examinations (Sec.) & Board of Higher Secondary Examinations, Tamil Nadu (SBSEBHSE) varies depending on the class and stream (Science, Commerce, Arts). [17] Class 10th (SSLC) Syllabus: The class 10th syllabus covers core subjects like Mathematics, Science, Social Science, language Tamil, English, and ...
On January 25, 2024, lenders began bankruptcy proceedings against Epic's parent company Byju's in an effort to repay its loans. [6] On February 1, 2024, Byju's U.S. division filed for Chapter 11 bankruptcy in Delaware. Byju's would raise around $200 million in an effort to clear "immediate liabilities" and for other operational costs. [7]
In mathematics, the term adjoint applies in several situations. Several of these share a similar formalism: if A is adjoint to B, then there is typically some formula of the type (Ax, y) = (x, By). Specifically, adjoint or adjunction may mean: Adjoint of a linear map, also called its transpose in case of matrices
In mathematics, specifically in elementary arithmetic and elementary algebra, given an equation between two fractions or rational expressions, one can cross-multiply to simplify the equation or determine the value of a variable.
The sequence () is decreasing and has positive terms. In fact, for all : >, because it is an integral of a non-negative continuous function which is not identically zero; + = + = () () >, again because the last integral is of a non-negative continuous function.