Marital Status of the U.S. Population, Ages 18 or Older, in Millions Never Married Widowed Divorced Total If one person is selected from the population described in the table, find the probability that the person has never married or is widowed. Married Male Female Total 28.1 22.5 50.6 62.1 61.9 124.0 3.1 13.0 16.1 9.0 13.0 22.0 102.3 110.4 212.7 P(never married or widowed) =

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**Table: Marital Status of the U.S. Population, Ages 18 or Older, in Millions**

|                      | Never Married | Married | Widowed | Divorced | Total  |
|----------------------|---------------|---------|---------|----------|--------|
| Male                 | 28.1          | 62.1    | 3.1     | 9.0      | 102.3  |
| Female               | 22.5          | 61.9    | 13.0    | 13.0     | 110.4  |
| Total                | 50.6          | 124.0   | 16.1    | 22.0     | 212.7  |

**Description:**

This table provides a detailed breakdown of the marital status for the U.S. population aged 18 or older. The data is organized by gender (Male and Female). The categories are:

- **Never Married:** The number of individuals who have never been married.
- **Married:** The number of individuals who are currently married.
- **Widowed:** The number of individuals whose spouse has passed away.
- **Divorced:** The number of individuals who are divorced.

The total number for each category (Never Married, Married, Widowed, Divorced) is provided for both males and females, along with the general totals.

**Probability Calculation:**

To find the probability that a randomly selected person from the population is either "never married" or "widowed," sum the "Never Married" and "Widowed" figures for the total population, then divide by the overall total population figure. 

**Formula:**

\[ P(\text{never married or widowed}) = \frac{\text{Total Never Married} + \text{Total Widowed}}{\text{Total Population}} \]

**Values:**

- Total Never Married = 50.6 million
- Total Widowed = 16.1 million
- Total Population = 212.7 million

The probability can then be calculated appropriately and rounded to three decimal places.
Transcribed Image Text:**Table: Marital Status of the U.S. Population, Ages 18 or Older, in Millions** | | Never Married | Married | Widowed | Divorced | Total | |----------------------|---------------|---------|---------|----------|--------| | Male | 28.1 | 62.1 | 3.1 | 9.0 | 102.3 | | Female | 22.5 | 61.9 | 13.0 | 13.0 | 110.4 | | Total | 50.6 | 124.0 | 16.1 | 22.0 | 212.7 | **Description:** This table provides a detailed breakdown of the marital status for the U.S. population aged 18 or older. The data is organized by gender (Male and Female). The categories are: - **Never Married:** The number of individuals who have never been married. - **Married:** The number of individuals who are currently married. - **Widowed:** The number of individuals whose spouse has passed away. - **Divorced:** The number of individuals who are divorced. The total number for each category (Never Married, Married, Widowed, Divorced) is provided for both males and females, along with the general totals. **Probability Calculation:** To find the probability that a randomly selected person from the population is either "never married" or "widowed," sum the "Never Married" and "Widowed" figures for the total population, then divide by the overall total population figure. **Formula:** \[ P(\text{never married or widowed}) = \frac{\text{Total Never Married} + \text{Total Widowed}}{\text{Total Population}} \] **Values:** - Total Never Married = 50.6 million - Total Widowed = 16.1 million - Total Population = 212.7 million The probability can then be calculated appropriately and rounded to three decimal places.
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