Probability and Central Tendency

DATA ANALYSIS AND PROBABILITY

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La probabilidad mide la mayor o menor posibilidad de que se dé un determinado resultado (suceso o evento) cuando se realiza un experimento aleatorio.

Para calcular la probabilidad de un evento se toman en cuenta todos los casos posibles de ocurrencia del mismo; es decir, de cuántas formas puede ocurrir determinada situación.

En base a ello, los casos favorables de ocurrencia de un evento serán los que cumplan con la condición que estamos buscando.

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Know and identify simple experiences to describe the likelihood of events: Random / Non-random

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Estimate in situations of chance using the concepts: Sure / Certain - Likely - Unlikely / Impossible

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Comparing the probability of events: More probable - Less probable - Equally likely

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Classifying a set of statistical variables: Quantitative - Qualitative

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Recognize the possible outcomes in an event by expressing as a fraction

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Solve problems by making a tree diagram

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Calculate on a grouped data distribution: Arithmetic Mean

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Calculate on an ungrouped data distribution: Arithmetic Mean

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Identify in a graphical representation: Mode

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Calculate on a grouped data distribution: Mode

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Calculate on an ungrouped data distribution: Mode

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Calculate on a grouped data distribution: Median

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Calculate on an ungrouped data distribution: Median

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Calculate in a distribution of grouped data: Range

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Calculate on an ungrouped data distribution: Statistical Range

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