the equation calculates an annual rate in economics.\n\\(\\frac{\\text{final value} - \\text{initial…

the equation calculates an annual rate in economics.\n\\(\\frac{\\text{final value} - \\text{initial value}}{\\text{initial value}}\\times100\\)\nwhat rate does the equation calculate?\nemployment rate\ninflation rate\ndemand rate\nsupply rate

the equation calculates an annual rate in economics.\n\\(\\frac{\\text{final value} - \\text{initial value}}{\\text{initial value}}\\times100\\)\nwhat rate does the equation calculate?\nemployment rate\ninflation rate\ndemand rate\nsupply rate

Answer

Brief Explanations:

The formula $\frac{\text{final value}-\text{initial value}}{\text{initial value}}\times100$ is used to calculate the percentage - change. In economics, the inflation rate is calculated as the percentage change in the price level (a measure of the average prices of goods and services) over a period of time. This formula fits the concept of calculating the inflation rate. Employment rate is calculated in a different way (number of employed divided by labor - force times 100), and there are no standard "demand rate" and "supply rate" calculations using this formula.

Answer:

inflation rate