A country's average weekly nominal wage was $500 in the base year (Year 1), $520 in Year 2, and $533 in Year 3. If the wage index is set to 100 for the base year, what is the wage index for Year 3, rounded to one decimal place?

Error Analysis in Wage Index Calculation

You are tasked with creating a nominal wage index for a three-year period. The average weekly wage was $800 in the base year (Year 1), $824 in Year 2, and $850 in Year 3. Arrange the following steps in the correct chronological order to calculate the final index for Year 3.

Analyzing Wage Growth with an Index

Suppose a country's nominal wage index is 120 for a given year. The following year, the average nominal wage increases by 10%. The new nominal wage index for the following year would be 130.

In a certain country, the average weekly nominal wage was $600 in the base year, which is assigned an index value of 100. The following year, the wage rose to $630. In the third year, it increased to $655.20. The nominal wage index for the third year is ____. (Round to one decimal place if necessary).

An economist is creating a nominal wage index. The average weekly wage was $400 in the base year (Year 1), $410 in Year 2, and $430.50 in Year 3. Match each year with its corresponding calculation result, which includes the percentage wage increase from the previous year and the resulting index value (rounded to one decimal place).

Limitations of the Nominal Wage Index

An economy's nominal wage index, with Year 1 as the base, was 105.0 for Year 2. In Year 3, the index rose to 108.15. What was the percentage increase in the average nominal wage from Year 2 to Year 3?

An analyst is constructing a nominal wage index. In the base year (Year 1), the average weekly wage was $1,000. In Year 2, the wage rose to $1,050. In Year 3, the wage rose further to $1,155. If the index for the base year is 100, what is the correct index value for Year 3?