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Strictly Decreasing

Strictly Decreasing

Apr 19, 20251 min read

math
calculus

A function $f$ is strictly decreasing on an interval $I$ if (iff). $\forall x_{1}, x_{2} \in I, x_{1} < x_{2} ⟹ f (x_{1}) > f (x_{2})$

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Alternating Series Test
Bounded Monotone Convergence Theorem
Integral Test

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