Proof: Limit as x approaches 0 of [tan(x) - x] / x^3 = 1/3 (L'Hospital's Rule)

Опубликовано: 09 Март 2021
на канале: MasterWuMathematics

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In this video, we use L'Hospital's Rule to prove that the limit as x approaches 0 of [tan(x) - x] / x^3 is equal 1/3.

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