Answer only C Welcome to our Educational Resource Page! Here we will go through a problem set involving population data from four cities in Washington State. Follow along to better understand probability in a real-world context.The current populations of the cities of Edmonds, Kenmore, Lynnwood, and Shoreline in Washington state are shown below in thousands of people.### Population Data#### Population Graph (in thousands)The graph below presents the population figures for four cities. The y-axis represents the population in thousands, and the x-axis lists the cities: Edmonds, Kenmore, Lynnwood, and Shoreline. 1. **Edmonds** - 42.767 thousand people2. **Kenmore** - 23.093 thousand people3. **Lynnwood** - 38.511 thousand people4. **Shoreline** - 56.752 thousand people![Graph of Population](image-url)### Questions and Solutions**a. If 1 person is randomly selected from all the people in these four cities, what is the probability that the person is from Shoreline?**To find this probability, we need to know the total population and the population of Shoreline.**Total Population:**- Edmonds: 42.767 thousand- Kenmore: 23.093 thousand- Lynnwood: 38.511 thousand- Shoreline: 56.752 thousandSum = 42.767 + 23.093 + 38.511 + 56.752 = 161.123 thousand**Probability:**\[ \text{P(Shoreline)} = \frac{\text{Population of Shoreline}}{\text{Total Population}} = \frac{56.752}{161.123} = 0.3523 \]Thus, the probability is approximately **0.3523** or **35.23%**.**b. If 1 person is randomly selected from all the people in these four cities, what is the probability that the person is from Shoreline OR from Kenmore?****Probability:**\[ \text{P(Shoreline or Kenmore)} = \frac{\text{Population of Shoreline} + \text{Population of Kenmore}}{\text{Total Population}} = \frac{56.752 + 23.093}{161.123} = \frac{79.845}{161.123} = 0.495

Name: Answer only C Welcome to our Educational Resource Page! Here we will g
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Answer only C Welcome to our Educational Resource Page! Here we will go through a problem set involving population data from four cities in Washington State. Follow along to better understand probability in a real-world context.The current population