ASL STEM

Least Upper Bound Sign Video

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Definition

Let S be a nonempty set of real numbers that has an upper bound. Then a number c is called the least upper bound (or the supremum, denoted sup S) for S if and only if it satisfies the following properties: 1. c>=x for all x in S. 2. For all real numbers k, if k is an upper bound for S, then k>=c.

Source: http://mathworld.wolfram.com

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+ Polar Coordinates *

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+ Absolutely Convergent *

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+ Laplace Operator *

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+ Alternating Series Test *

+ Tautochrone Problem *

+ Conchoid Of Nicomedes *

+ Bounded Above *

+ Bounded Below *

+ Bounded Sequence *

+ Kepler's Laws *

- Least Upper Bound *

+ Monotonic Sequence Theorem *

+ Partial Sum *

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+ Level Curve *

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