In: Economics
100 Million consumers in the national market
- National Category Sales of $300 Million
- National Brand Sales of $40 Million
Territory |
Category Sales |
# of Consumers |
Brand Sales |
Florida |
$32 Million |
12 Million |
$9 Million |
Texas |
$24 Million |
10 Million |
$4 Million |
California |
$28 Million |
10 Million |
$5 Million |
Arizona |
$15 Million |
8 Million |
$6 Million |
According to the data above for Tide's new stain remover brush,
calculate the Category Development Index (CDI) and Brand
Development Index (BDI), respectively, for the California
territory.
BDI and CDI are indices comparing the relative strength of a market to overall sales. The Brand Development Index (BDI) is an index compared to overall brand sales. The Category Development Index (CDI) is an index compared to overall category sales. Like any index, a score of 100 is average. The formulas are simple:
1) BDI = (% Market Brand Sales / % Market Population) x 100
2) CDI = (% Market Category Sales / % Market Population) x 100
So, first estimate the %Market Brand Sales, %Market Category Sales, and %Market Population for each of the 4 markets.
Here, the Market is the territory as shown in the table in the question.
The market population refers to the # of Consumers in each territory.
So, for each market, estimate the %Market Brand Sales, %Market Category Sales, and %Market Population
For example % Market Brand Sales in Florida = (($9 Million)/($9 Million + $4 Million + $5 Million + $6 Million)), expressed as percentage
Similarly,%Market Category Sales in Florida = (($32 Million)/($32 Million + $24 Million + $28 Million + $15 Million)), expressed as percentage
For %Market Population estimation for Florida, estimate ((12 Million)/(12 Million + 10 Million + 10 Million + 8 Million)), expressed as percentage
Similarly, estimate the three % numbers for each territory (market)
The result is:
Territory (Market) | Category Sales | # of Consumers | Brand Sales | %Market Brand Sales | %Market Population | %Market Category Sales |
Florida | $32 Million | 12 Million | $9 Million | 0.38 | 0.30 | 0.32 |
Texas | $24 Million | 10 Million | $4 Million | 0.17 | 0.25 | 0.24 |
California | $28 Million | 10 Million | $5 Million | 0.21 | 0.25 | 0.28 |
Arizona | $15 Million | 8 Million | $6 Million | 0.25 | 0.20 | 0.15 |
Now, calculate BDI as (% Market Brand Sales / % Market Population) x 100 for each of the 4 territories and CDI as (% Market Category Sales / % Market Population) x 100 for each of the 4 territories
The result is:
Territory (Market) | Category Sales | # of Consumers | Brand Sales | %Market Brand Sales | %Market Population | %Market Category Sales | BDI (Brand Development Index) |
CDI (Category Development index) |
Florida | $32 Million | 12 Million | $9 Million | 0.38 | 0.30 | 0.32 | 11.25 | 9.70 |
Texas | $24 Million | 10 Million | $4 Million | 0.17 | 0.25 | 0.24 | 4.17 | 6.06 |
California | $28 Million | 10 Million | $5 Million | 0.21 | 0.25 | 0.28 | 5.21 | 7.07 |
Arizona | $15 Million | 8 Million | $6 Million | 0.25 | 0.20 | 0.15 | 5.00 | 3.03 |
Thus, BDI is 5.21 and CDI is 7.07 for California