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How did calculus begin? - Answers

Calculus began in the 17th century as mathematicians sought to understand change and motion. Key figures like Isaac newton and Gottfried Wilhelm Leibniz independently developed its foundational concepts, including derivatives and integrals. Their work aimed to solve problems in physics and geometry, leading to a formalization of calculus as a mathematical discipline. This innovation allowed for advancements across various scientific fields, fundamentally altering the landscape of mathematics.



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How did calculus begin? - Answers

https://math.answers.com/math-and-arithmetic/How_did_calculus_begin

Calculus began in the 17th century as mathematicians sought to understand change and motion. Key figures like Isaac newton and Gottfried Wilhelm Leibniz independently developed its foundational concepts, including derivatives and integrals. Their work aimed to solve problems in physics and geometry, leading to a formalization of calculus as a mathematical discipline. This innovation allowed for advancements across various scientific fields, fundamentally altering the landscape of mathematics.



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https://math.answers.com/math-and-arithmetic/How_did_calculus_begin

How did calculus begin? - Answers

Calculus began in the 17th century as mathematicians sought to understand change and motion. Key figures like Isaac newton and Gottfried Wilhelm Leibniz independently developed its foundational concepts, including derivatives and integrals. Their work aimed to solve problems in physics and geometry, leading to a formalization of calculus as a mathematical discipline. This innovation allowed for advancements across various scientific fields, fundamentally altering the landscape of mathematics.

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      Calculus began in the 17th century as mathematicians sought to understand change and motion. Key figures like Isaac newton and Gottfried Wilhelm Leibniz independently developed its foundational concepts, including derivatives and integrals. Their work aimed to solve problems in physics and geometry, leading to a formalization of calculus as a mathematical discipline. This innovation allowed for advancements across various scientific fields, fundamentally altering the landscape of mathematics.

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