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The image contains a table with monthly electricity consumption data for a family in Riverside, California, across 12 consecutive months in 2010. The task is to calculate central tendency measures based on these amounts.

Here are the electricity consumption values:

- January (Enero): 288.02
- February (Febrero): 230.60
- March (Marzo): 216.85
- April (Abril): 243.74
- May (Mayo): 236.96
- June (Junio): 288.57
- July (Julio): 311.20
- August (Agosto): 370.23
- September (Septiembre): 368.57
- October (Octubre): 301.79
- November (Noviembre): 271.99
- December (Diciembre): 298.12

To calculate the central tendency measures (mean, median, mode), I'll first compute the mean and median, as the mode may not apply to unique data points. Let's begin with the calculations.The measures of central tendency for the family's electricity consumption in 2010 are:

- **Mean (average) consumption**: $285.55
- **Median consumption**: $288.29

These measures give an indication of the typical monthly payment for electricity.

Do you need further details or have any questions? Here are some related questions:

1. How is the mean different from the median in terms of central tendency?
2. Would removing any outliers impact the mean or median more significantly?
3. Could we apply other measures like the mode or range for this data?
4. How can variability measures like standard deviation be calculated here?
5. Why is it important to consider both mean and median when analyzing data?

**Tip**: The median is often more robust against outliers compared to the mean.

Los estados de cuenta mensuales por consumo eléctrico para una familia en Riverside, California, se registraron durante 12 meses consecutivos. Calcule las medidas de tendencia central del pago de electricidad para el año 2010.

Calculate the mean and median of monthly electricity payments for a family in Riverside, California, based on 12 consecutive months of data from 2010. Learn how central tendency measures can provide insights into typical electricity consumption.

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