Let's break down the problem step-by-step to find the required countries based on the data provided.
### Step-by-Step Solution:
1. Identify the Countries with Their Casualties and Rates:
Based on the table, the casualty and rates for each country can be summarized as:
- Country A: 7,142,558
- Country B: 7,020,000
- Country C: 975,000
Casualty rates are not directly linked to the country names in the original question, but we can infer from the values given:
- Country A (implied from order): Rate 0.000
- Country B (implied from order): Rate 0.888
- Country C (implied from order): Rate 50.000
2. Find the Country with the Least Number of Casualties:
To determine this, we compare the casualties of each country:
- Country A: 7,142,558 casualties
- Country B: 7,020,000 casualties
- Country C: 975,000 casualties
Clearly, Country C has the least number of casualties with 975,000.
3. Find the Country with the Highest Casualty Rate:
To find this, we compare the rates:
- Country A: Rate 0.000
- Country B: Rate 0.888
- Country C: Rate 50.000
Clearly, Country C has the highest casualty rate with a rate of 50.000.
### Conclusion:
- The country with the least number of casualties was Country C with 975,000 casualties.
- The country with the highest casualty rate was Country C with a rate of 50.000.
