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1) Identify and close the least profitable stores.
We look at profitability, profit and cost figures for each store and all the stores together. In the below
table we present the figures for these metrics in the current scenario and of the stores with profitability
below a certain % are closed. The total number of stores is 453.
Case Profitability KPI PROFIT COST RETAIL
Profit Reduction
Cost Reduction
Current 10.48% $87,330,929.80 $746,335,208.60 $833,666,138.40 0 0
Close if <5% 10.72% $86,209,680.74 $717,967,886.64 $804,177,567.38 -1% -4%
Close if <6% 10.93% $84,479,503.11 $688,258,308.45 $772,737,811.56 -3% -8%
Close if <7% 11.19% $81,688,367.67 $648,027,483.68 $729,715,851.35 -6% -13%
Close if <8% 11.60% $76,137,670.20 $579,990,413.53 $656,128,083.73 -13% -22%
Close if <9% 12.09% $68,775,160.42 $500,148,820.22 $568,923,980.64 -21% -33%
Close if <10% 12.97% $55,364,616.03 $371,455,464.08 $426,820,080.11 -37% -50%
If we close the stores with profitability less than 5%, then we will lose 1% of our profits but cut 4% of our
costs. We improve our Profitability by .24%. We would be closing 17 stores (4% of the total stores).
Similarly, if we close the stores with profitability less than 6%, then we will lose 3% of our profits but cut
8% of our costs. We improve our profitability further by .21%. Notice that the gain is not significant as in
the first case. We would be closing 33 stores (7% of the total stores).
For other cases, the loss in profitability is >5% and hence we do not recommend them at this point of
time.
Between 5% and 6% scenarios, we notice that in the 5% scenario, the ratio between drop in profit to
drop I cost is 1:4 whereas it is just 1:2 in the 6% case. So we recommend shutting down the stores that
have profitability below 5%.
The store Ids of these stores are:
104 2503
1704 5303
2603 9503
6803 7502
9603 4904
4803 6202
9303 903
303 703
6302
By shutting down these stores, Dillard’s can save costs of $28,367,321.96 and lose only $1,121,249.06
of profits.
2) Reduce hours of its least profitable stores.
The following graphs show the sales at 3 of the least profitable stores by day of week.
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Day of week (1- Sunday to 7-Saturday)
Store 1704
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Day of week (1- Sunday to 7- Saturday)
Store 2603
From the above 3 graphs, we can infer and generalize that the sales are at their peak on Saturdays and
at a minimum on Sunday and Monday. So Dillard’s should shut down its stores on Sunday and Monday
and may be run for extra hours on Saturday to ensure increased profitability.
3) Discontinue some of the least profitable products in stores where those products are generating
the least profit.
Values
Row Labels Profitability KPI PROFIT COST
POLO FAS -7.23% ($5,318,174.05) $78,851,708.39 TAHARI/A -25.37% ($2,530,652.09) $12,507,192.34 KASPER A -34.21% ($2,190,958.14) $8,594,751.05 JONES/LA -8.26% ($1,396,706.08) $18,310,205.80 CM SHAPE -28.62% ($1,374,197.30) $6,175,952.64
Grand Total -11.14% ($17,144,991.61) $171,078,016.81
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Day of Week (1- Sunday to 7- Saturday)
Store 6803
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Day of Week (1- Sunday to 7- Saturday)
Store 9603
The above table shows 5 brands with least profit (maximum losses). By removing these brands from
the stores where they are causing losses, we arrive at the following figures for each of these brands.
Brand Current Profit
Current Cost
Current Profitability
Future Profit
Future Cost
Future Profitability
POLO FAS $ (5,318,174.05) $ 78,851,708.39 -7% $ 68,141.95 $ 711,995.81 9%
TAHARI/A $ (2,530,652.09) $ 12,507,192.34 -25% $ 124,642.50 $ 705,779.15 15%
KASPER A $ (2,190,958.14) $ 8,594,751.05 -34% $ 727.93 $ 4,987.81 13%
JONES/LA $ (1,396,706.08) $ 18,310,205.80 -8% $ 399,788.20 $ 5,950,380.06 6%
CM SHAPE $ (1,374,197.30) $ 6,175,952.64 -29% $ 27.54 $ 20,457.34 0%
Overall $ (12,810,687.66) $ 124,439,810.22 -11% $ 593,328.12 $ 7,393,600.17 7%
From these two tables, we can see that by eliminating the 5 most unprofitable brands from the stores
where they are causing losses, we can improve our profits by $13,404,015.78 [Overall Future Profit –
Overall Current Profit] while reducing our costs by $117,046,210.05 (Overall Current Costs – Overall
Future Costs). The profitability from these 5 brands goes up from -11% to 7%.
The overall profitability goes up from 10.5% to 13.8%.
The table below summarizes the number of stores from which each of these brands needs to be
removed. Due to space constraints all the stores are not listed here but the top 5 stores with highest
losses related to this product are shown.
Brand # of Stores Top 5 Losing stores
POLO FAS 323 1704, 4904, 2809, 9909, 5104
TAHARI/A 255 3603, 4903, 1703, 3403, 9603
KASPER A 323 2309, 3809, 1609, 3609, 3709
JONES/LA 262 6009, 8109, 9309, 1203, 4603
CM SHAPE 325 8209, 3709, 3609, 9309, 3809
Appendix
Screenshots of Analysis
Question 1
Question 2
Question 3