### 1. Break Down the Problem
We need to find the population mean given:
- Total number of scores (N) = 6
- Sum of the scores (ΣX) = 30

### 2. Relevant Concepts
The formula for calculating the population mean (μ) is:
$$
\mu = \frac{\Sigma X}{N}
$$

### 3. Analysis and Detail
Substituting the provided values into the formula:
$$
\mu = \frac{30}{6}
$$

### 4. Verify and Summarize
Calculating the above expression:
$$
\mu = 5
$$
Thus, the calculations are verified as correct.

### Final Answer
The population mean is **5**.

Question

### 1. Break Down the Problem
We need to find the population mean given:
- Total number of scores (N) = 6
- Sum of the scores (ΣX) = 30

### 2. Relevant Concepts
The formula for calculating the population mean (μ) is:
$$
\mu = \frac{\Sigma X}{N}
$$

### 3. Analysis and Detail
Substituting the provided values into the formula:
$$
\mu = \frac{30}{6}
$$

### 4. Verify and Summarize
Calculating the above expression:
$$
\mu = 5
$$
Thus, the calculations are verified as correct.

### Final Answer
The population mean is **5**.

Knowee AI · Accepted Answer

### 1. Break Down the Problem
We need to find the population mean given:
- Total number of scores (N) = 6
- Sum of the scores (ΣX) = 30

### 2. Relevant Concepts
The formula for calculating the population mean (μ) is:
$$
\mu = \frac{\Sigma X}{N}
$$

### 3. Analysis and Detail
Substituting the provided values into the formula:
$$
\mu = \frac{30}{6}
$$

### 4. Verify and Summarize
Calculating the above expression:
$$
\mu = 5
$$
Thus, the calculations are verified as correct.

### Final Answer
The population mean is **5**.

A population of N = 6 scores has Σ X = 30. What is the population mean?Group of answer choices53018015