How is the fundamental theorem of algebra referred to in France?
d'Alembert's theorem
Fermat's last theorem
Lagrange's theorem
Pascal's theorem
Answer
In France, the fundamental theorem of algebra is referred to as d'Alembert's theorem. This is because it was first proven by Jean-Baptiste d'Alembert in 1746. Theorem states that every non-constant polynomial with complex coefficients has at least one complex root. This is a powerful theorem with many applications in mathematics and physics.
Enlighten Your Mind: A Quiz on Jean le Rond d'Alembert's Remarkable Contributions
More Questions
Was d'Alembert more recognized for his contributions to theoretical or experimental physics?
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