Recall that the Consumer Price Index (CPI) is a measure of inflation reached by comparing current prices with base prices in 1982 – 84 . However, it is a mistake to interpret a change in the CPI as the actual percent of inflation. For example, from 2013 to 2014, the CPI for candy and chewing gum rose from 138.5 to 141.2 . However, the rate of inflation for these items was only $ 141.2 − 138.5 138.5 ≈ 0.019 = 1.9 % .For Exercises 71 – 74 , use the given information to fill in the missing items in the table. Item CPI for Item in 2005 CPI for Item in 2015 Percent of Increase Milk 3.310 2.1
Recall that the Consumer Price Index (CPI) is a measure of inflation reached by comparing current prices with base prices in 1982 – 84 . However, it is a mistake to interpret a change in the CPI as the actual percent of inflation. For example, from 2013 to 2014, the CPI for candy and chewing gum rose from 138.5 to 141.2 . However, the rate of inflation for these items was only $ 141.2 − 138.5 138.5 ≈ 0.019 = 1.9 % .For Exercises 71 – 74 , use the given information to fill in the missing items in the table. Item CPI for Item in 2005 CPI for Item in 2015 Percent of Increase Milk 3.310 2.1
Solution Summary: The author explains how to fill the missing items in the given table.
Recall that the Consumer Price Index (CPI) is a measure of inflation reached by comparing current prices with base prices in
1982
–
84
. However, it is a mistake to interpret a change in the CPI as the actual percent of inflation. For example, from 2013 to 2014, the CPI for candy and chewing gum rose from
138.5
to
141.2
. However, the rate of inflation for these items was only
$
141.2
−
138.5
138.5
≈
0.019
=
1.9
%
.For Exercises
71
–
74
, use the given information to fill in the missing items in the table.
In the last three years, there have been changes of 55%, 3% and 2% in the production amount of a good, respectively. What is the geometric mean of the annual rate of change?
Suppose that the population of a small city grew from 15000 people to 17,589 people during a 2
year period. What was the annual percentage growth rate during those two years?
Answer with a percentage value that is rounded to the nearest tenth such as 8.1 or 13.0
for example.
4.56% represents an average increase in average price per year. a student incorrectly calculated this average using 25%/5years=5% per year. Show this answer is not correct by calculating 5 successive 5% increases. What is 5 the year percent change using the 5% per year?
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