Profitability of strategic audit of
jcpenney
Key Ratios -> Profitability
|
|
|
|
|
|
|
|
|
|
|
|
Margins % of Sales
|
2010-01
|
2011-01
|
2012-01
|
2013-01
|
2014-01
|
2015-01
|
2016-01
|
2017-01
|
2018-01
|
2019-01
|
TTM
|
Revenue
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
COGS
|
60.64
|
60.81
|
63.97
|
68.69
|
70.55
|
65.24
|
63.95
|
64.33
|
65.36
|
65.48
|
64.5
|
Gross Margin
|
39.36
|
39.19
|
36.03
|
31.31
|
29.45
|
34.76
|
36.05
|
35.67
|
34.64
|
34.52
|
35.5
|
SG&A
|
32.74
|
31.61
|
30.3
|
37.42
|
35.85
|
32.63
|
31.18
|
28.35
|
27.9
|
29.92
|
30.92
|
R&D
|
|
|
|
|
|
|
|
|
|
|
|
Other
|
2.82
|
2.88
|
3
|
4.21
|
4.85
|
5.09
|
5.21
|
4.81
|
4.59
|
4.63
|
4.75
|
Operating Margin
|
3.8
|
4.71
|
2.72
|
-10.32
|
-11.25
|
-2.95
|
-0.35
|
2.51
|
2.15
|
-0.02
|
-0.17
|
Net Int Inc & Other
|
-1.51
|
-1.44
|
-4.05
|
-1.51
|
-4.65
|
-3.15
|
-3.64
|
-2.49
|
-4.09
|
-2.23
|
-2.33
|
EBT Margin
|
2.3
|
3.27
|
-1.33
|
-11.83
|
-15.9
|
-6.1
|
-3.99
|
0.02
|
-1.94
|
-2.25
|
-2.5
|
|
|
|
|
|
|
|
|
|
|
|
|
Profitability
|
2010-01
|
2011-01
|
2012-01
|
2013-01
|
2014-01
|
2015-01
|
2016-01
|
2017-01
|
2018-01
|
2019-01
|
TTM
|
Tax Rate %
|
38.21
|
34.94
|
|
|
|
|
|
50
|
|
|
|
Net Margin %
|
1.43
|
2.19
|
-0.88
|
-7.59
|
-11.7
|
-6.29
|
-4.06
|
0.01
|
-0.93
|
-2.12
|
-2.38
|
Asset Turnover (Average)
|
1.43
|
1.39
|
1.41
|
1.22
|
1.09
|
1.1
|
1.27
|
1.34
|
1.41
|
1.49
|
1.43
|
Return on Assets %
|
2.04
|
3.04
|
-1.24
|
-9.29
|
-12.86
|
-6.94
|
-5.17
|
0.01
|
-1.31
|
-3.16
|
-3.41
|
Financial Leverage (Average)
|
2.63
|
2.39
|
2.85
|
3.08
|
3.82
|
5.44
|
7.21
|
6.88
|
6.1
|
6.6
|
8.58
|
Return on Equity %
|
5.62
|
7.6
|
-3.21
|
-27.43
|
-44.36
|
-30.83
|
-31.83
|
0.08
|
-8.49
|
-20.01
|
-25.52
|
Return on Invested Capital %
|
3.09
|
4.76
|
-1.91
|
-12.67
|
-15.21
|
-4.4
|
-1.5
|
3.56
|
2.05
|
0.73
|
0.18
|
Interest Coverage
|
|
|
|
-5.8
|
-4.35
|
-0.84
|
-0.24
|
1.01
|
0.26
|
0.13
|
0.04
|
Source: (Morning Star, 2019).
The profitability ratios of the corporation indicate how
much profit the organization is generating in a specific time period. The above
table is showing the profitability ratios of JC Penny Corporation. The ROA of
the organization shows how efficiently the organization is using its assets for
generating income. The ROA of JC Penny is showing a downward trend along with
Net margin. It means that the company is generating very low profits. The
organization should take steps to improve its profitability. If the
organization is not going to improve its profitability than serious issues can
occur and organizations might not be able to sustain for the longer time period
(Fridson & Alvarez, 2011).
![](data:image/png;base64,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)
Liquidity of
strategic audit of jcpenney
Liquidity/Financial Health
|
2010-01
|
2011-01
|
2012-01
|
2013-01
|
2014-01
|
2015-01
|
2016-01
|
2017-01
|
2018-01
|
2019-01
|
Latest Qtr
|
Current Ratio
|
2.05
|
2.41
|
1.84
|
1.43
|
1.7
|
1.93
|
1.67
|
1.69
|
1.46
|
1.52
|
1.37
|
Quick Ratio
|
1.05
|
1.12
|
0.7
|
0.38
|
0.53
|
0.59
|
0.37
|
0.37
|
0.2
|
0.17
|
0.08
|
Financial Leverage
|
2.63
|
2.39
|
2.85
|
3.08
|
3.82
|
5.44
|
7.21
|
6.88
|
6.1
|
6.6
|
8.58
|
Debt/Equity
|
0.63
|
0.57
|
0.71
|
0.93
|
1.59
|
2.8
|
3.57
|
3.37
|
2.89
|
3.35
|
4.86
|
Source: (Morning Star, 2019).
The liquidity ratios show how much cash an organization
has to pay back its short term obligations. JC Penny has enough cash from which
the organization can pay back its short term loan. However, the organization’s
liquidity is declining at a higher rate. The liquidity ratios are showing a
declining trend, which should be a matter of concern for the organization (Jonathan, 2010).
![](data:image/png;base64,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)
Financial Leverage of strategic audit of
jcpenney
Key Ratios -> Financial Health
|
|
|
|
|
|
|
|
|
|
|
|
Balance Sheet Items (in %)
|
2010-01
|
2011-01
|
2012-01
|
2013-01
|
2014-01
|
2015-01
|
2016-01
|
2017-01
|
2018-01
|
2019-01
|
Latest Qtr
|
Cash & Short-Term Investments
|
23.93
|
20.1
|
13.19
|
9.51
|
12.84
|
12.67
|
9.53
|
9.52
|
5.44
|
4.31
|
2.12
|
Accounts Receivable
|
3.14
|
2.56
|
3.62
|
0.58
|
0.03
|
|
|
|
|
|
|
Inventory
|
24.04
|
24.64
|
25.53
|
23.93
|
24.87
|
25.49
|
28.82
|
30.64
|
32.83
|
31.56
|
29.92
|
Other Current Assets
|
1.76
|
1.54
|
2.14
|
3.63
|
3.21
|
3.47
|
4.2
|
3.82
|
2.26
|
2.45
|
3.33
|
Total Current Assets
|
52.87
|
48.84
|
44.48
|
37.65
|
40.95
|
41.63
|
42.55
|
43.99
|
40.53
|
38.32
|
35.36
|
Net PP&E
|
42.58
|
40.11
|
45.31
|
54.73
|
47.61
|
49.48
|
51.01
|
49.38
|
50.89
|
51
|
54.67
|
Intangibles
|
1.41
|
1.79
|
4.95
|
6
|
4.53
|
4.79
|
5.3
|
5.8
|
6.83
|
7.89
|
|
Other Long-Term Assets
|
3.13
|
9.26
|
5.27
|
1.62
|
6.9
|
4.1
|
1.14
|
0.84
|
1.75
|
2.78
|
9.96
|
Total Assets
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
Accounts Payable
|
11.14
|
8.69
|
8.95
|
11.88
|
8.03
|
9.58
|
9.8
|
10.49
|
11.57
|
10.97
|
10.63
|
Short-Term Debt
|
3.12
|
|
2.02
|
|
5.7
|
0.27
|
1.07
|
2.82
|
2.76
|
1.19
|
2.38
|
Taxes Payable
|
1.19
|
1.33
|
1.21
|
0.8
|
0.75
|
0.72
|
1.17
|
1.36
|
1.21
|
1.1
|
|
Accrued Liabilities
|
4.92
|
9.22
|
10.67
|
9.96
|
6.66
|
7.91
|
9.82
|
8.04
|
8.81
|
9
|
|
Other Short-Term Liabilities
|
5.45
|
1.05
|
1.28
|
3.77
|
2.97
|
3.06
|
3.7
|
3.25
|
3.38
|
2.89
|
12.76
|
Total Current Liabilities
|
25.82
|
20.3
|
24.12
|
26.41
|
24.12
|
21.54
|
25.55
|
25.97
|
27.72
|
25.15
|
25.77
|
Long-Term Debt
|
23.84
|
23.76
|
25.13
|
29.32
|
41
|
51.15
|
49.44
|
46.59
|
44.93
|
48.13
|
43.45
|
Other Long-Term Liabilities
|
12.36
|
14.08
|
15.64
|
11.85
|
8.72
|
8.91
|
11.15
|
12.91
|
10.96
|
11.57
|
19.12
|
Total Liabilities
|
62.02
|
58.14
|
64.9
|
67.58
|
73.84
|
81.6
|
86.14
|
85.46
|
83.61
|
84.85
|
88.34
|
Total Stockholders' Equity
|
37.98
|
41.86
|
35.1
|
32.42
|
26.16
|
18.4
|
13.86
|
14.54
|
16.39
|
15.15
|
11.66
|
Total Liabilities & Equity
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
100
|
Source: (Morning Star, 2019).
The financial leverage ratios of the organization show
the capital structure of the organization. The financial leverage ratios show
how much debt the corporation has taken. The debt of the JC penny corporation
is increasing at an alarming rate. With too much debt the corporation can face
insolvency because the company might unable to pay a huge amount of debt. The
organization should not take further debt because it will increase its cost of
capital (Fridson & Alvarez, 2011).
![](data:image/png;base64,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)
Asset
Management
Key Ratios -> Efficiency Ratios
|
|
|
|
|
|
|
|
|
|
|
|
Efficiency
|
2010-01
|
2011-01
|
2012-01
|
2013-01
|
2014-01
|
2015-01
|
2016-01
|
2017-01
|
2018-01
|
2019-01
|
TTM
|
Days Sales Outstanding
|
3.66
|
|
|
|
|
|
|
|
|
|
|
Days Inventory
|
107.71
|
105.4
|
101.3
|
107.57
|
115.08
|
127.52
|
121.45
|
126.06
|
125.39
|
120.56
|
128.13
|
Payables Period
|
44.48
|
42.82
|
35.62
|
44.69
|
46.02
|
44.39
|
43.44
|
43.01
|
43.54
|
42.2
|
43.27
|
Cash Conversion Cycle
|
66.88
|
|
|
|
|
|
|
|
|
|
|
Receivables Turnover
|
99.75
|
|
|
|
|
|
|
|
|
|
|
Inventory Turnover
|
3.39
|
3.46
|
3.6
|
3.39
|
3.17
|
2.86
|
3.01
|
2.9
|
2.91
|
3.03
|
2.85
|
Fixed Assets Turnover
|
3.27
|
3.35
|
3.32
|
2.47
|
2.16
|
2.28
|
2.53
|
2.67
|
2.82
|
2.92
|
2.73
|
Asset Turnover
|
1.43
|
1.39
|
1.41
|
1.22
|
1.09
|
1.1
|
1.27
|
1.34
|
1.41
|
1.49
|
1.43
|
Source: (Morning Star, 2019).
The Asset management ratios show how efficiently the
organization is utilizing its assets for generating sales. The efficiency
ratios of JC penny is showing that the organization was managing its
efficiently for generating sales. However, there is a lot of room for
improvement. By further enhancing the efficiency the organization can increase
its sales and profitability (Fridson & Alvarez, 2011).
![](data:image/png;base64,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)
Analysis
of the organization's improvement initiatives & standards
The current strategic
report of J. C. Penney Company, Inc. for 2019 outlined the performance goal of
the company is to deliver $1.4 to $1.5 earning per share. The strategic plan is
designed for a three-year plan and it will accelerate the growth of the company.
The financial expectations are also improved as compared to 2017. The strategic
initiatives of the company are related to improvements and standards that can
be considered to balance the progress of the company. The managing department
of J. C. Penney Company, Inc. is confident that the focus of the company is
towards the expense management, new technology, and improvement in sales
growth. The company will continue to accelerate the services and create
shareholder values to increase the turnaround (Bizjournals. com, 2017). The area of focus
is on different visions and strategies and all the important initiatives of the
company are listed below,
Compelling
customer proposition of strategic audit
of jcpenney
The senior leadership of J. C. Penney
Company, Inc. is considering new methodologies to enhance the outlook and to
improve the progress of the company. The focus of leadership is towards the
compelling proposition that differentiates the company from the marketplace. The
focus of management is towards reestablishing and rebuilding the company. The
company is improving in terms of powerful private brands, exclusive attractions
that increase the customer's values, and sought-after national brands (Ir. JCPenney. com, 2014).
The J. C. Penney Company, Inc. has established
powerful digital leadership by improving the functionality of mobile commerce.
The services provided to the customers have enhanced that increase the
merchandising process. The inventory management of J. C. Penney Company, Inc.
is focusing on the inventory network for the customer-centric capabilities. The
services are improved to deliver products on the same day that ultimately
create a seamless customer experience. The leadership of the company is
improving through associate engagement, customer loyalty, and integrity
developed in the company (Businessinsider. com, 2019).
Incremental
growth opportunities of strategic audit
of jcpenney
During the meeting of the analyst, the senior leaders of
the company identified three major areas of business that can be determined for
the analysis and development plans. The selected areas are expected to generate
incremental sales and the initiatives taken by J. C. Penney Company, Inc. are
listed below,
1) Maximization of power, integration of the
company and process to reach towards the capabilities of the company.
2) Revitalization of the highest traffic areas
in the store centers and the improved strategies for the leading destination of
fashion accessories, jewelry, and beauty products.
3)
Improvement
in the productivity levels that increase the value-driven products and then
tailored promotional strategies.
Upgrading the
store attraction of strategic audit of jcpenney
J. C. Penney Company, Inc. is leveraging all the possible
positions for the US departmental stores and the previous as well as new
retailers are carrying the exclusive assortment to merchandise the products.
The company has entered into a new agreement that shows hallmark to the concept
of shops. J. C. Penney Company, Inc. has opened new stores within the home
department at Texas location and fresco (Ir. JCPenney. com, 2016).
Financial
goals designed for 2015 – 2017
The financial performance
goal of the company is to achieve $ 1.2 billion for 2017. The analysis reflects
top-line improvements that are mainly associated with the growth potential. The
business improvement is approximately $ 2 billion in the case of incremental
sales of three years. J. C. Penney Company, Inc. is committed to delivering
compelling services to the customers, merchandising agents and it provides
exclusive shopping experience. The target of the company will be achieved by
eliminating the labels. J. C. Penney Company, Inc. differentiates the company
services from brick and mortar for online competition. The company will
maximize opportunities for specific merchandising strategies (Ir. JCPenney. com, 2014).
The J. C. Penney Company,
Inc said that the stores are contributed less the 5% of the annual sales along
with no profits of the company in 2016. To generate the annual saving the shuttering
of the stores is expected around about $200 million by the J. C. Penney
Company, Inc which is expected and ensures the $225 million in the pre-tax
changes form the different closure in the first half of 2017. When the worker
will be notified the list of the stores will be closed and released in the mid
of the march. But although the J. C. Penney Company, Inc is slimming down its
fleets in the last week of the CEO Marvin Ellison is outlined the initiatives
of the company which is focusing on 2017 and it also improves the performance
of the stores, and allow to builts the exceptional performance of profit in
2016.
J. C. Penney Company, Inc. introduced
strategies to maximize the opportunities under five specific merchandized
strategies and these strategies are listed below,
Home refresh/Home department of strategic audit of jcpenney
J. C. Penney Company, Inc in 2016
introduced the differed number of initiatives in the home refers or the home
department involving the rolling out the appliance of showrooms which is also
introducing the Ashley furniture and it's offering the online and piloting
flooring Empire. In the online store, the appliance sales continue to drive the
important and the complimentary growth which also improves the productivity in
the home store. The Ellison added the new strategies in the homes which is
similar to the HVAC pilot that is also rolled out during the year but it did
not give the proper details.
Omnichannel of strategic audit of
jcpenney
As the CEO since taking
over, the Ellison had highlighted the different omnichannel like one of the
three key prongs which plans to bring in the JC Penney and that is also back to
the profitability. For the full year of 2016 and the fourth quarter, the double-digit
has the online sales of growth where the
J. C. Penney Company, Inc plans to extend that product which is online
and also have the assortment through the more than the 140% in a first quarter.
In January 2016 the Ellison continuing the J. C. Penney Company, Inc stores
like the fulfillment center of the online ship form the order of the stores.
When the functionality of the sites improved then it also enhances the ship
form the capabilities of the stores along with to develop the improved mobile
app.
Pricing strategy of strategic audit
of jcpenney
The fourth initiative of
the company is aimed at enhancing the J. C. Penney Company, Inc and it also has
the gross margin, however, guiding the sales as well as couponing experiences.
The J. C. Penney Company, Inc said that which is implemented the internal
pricing of the process which also guides the promotional as well as pricing
strategies of a decision by using the approach data-driven. Although the small
variation changes the massive culture change of the J. C. Penney Company, Inc
as well as also deliver to imposed the gross margin for the performances
Women apparel of strategic audit of
jcpenney
Although the J. C. Penney Company, Inc
is pivoted to the different new sale of categories like the furniture along
with the appliances which put less to the emphasis and the apparel categories
and the company will work to improve the women apparel sales. There are
different strategies that include adding products along with to improve the
experiences of the shopping. In the quarter of 2017 the J. C. Penney Company,
Inc plans to roll out the various products of Nike for all the stores along
with the women apparel of the Adidas which is more than the location of the
back to the school, season.
To improve the women apparel the J. C.
Penney Company, Inc issuing the feedback of the customers which is also cut
down on a time and it also takes to introduced in the demand of the store's
styles. The process which speeding up it allows the J. C. Penney Company, Inc
to keeps the tabs on the currents along with the trends which are cut down the
clearance sales.
Beauty experience of strategic audit of
jcpenney
Among the different retailers J. C.
Penney Company, Inc also focused on the beauty business which involves the
Sphere store in the concepts of the stores along with the Salons by the styles.
The positive delivered which is comparable for the store's sales in the fourth
quarter along with the traffic driving of the J. C. Penney Company, Inc
locations. To drive the beauty experiences in the different categories the J.
C. Penney Company, In which is ended by the 577 Sephora location and its
expects to launch the another
Conclusion
of strategic audit of
jcpenney
In terms of mission, JCPenney has
always believed in one firm statement which is; “To be the leading provider of
style and value to middle America”. This undertaking is based on a significant
matter which is solely the desire to take the company’s sales and profits at
the sky-high limit. The spirit of this organization has always been to put the
customer first and provide a service that one desires for itself. Hence, it
describes the mission of the company which has only changed with time in a
quite positive manner. In the previous mission statements given by the company
did not pay heed upon capitalizing the important words like “We” “Customer”
“Associates”, but these have been capitalized now. Thus, explaining the
complete belief system of JCPenney into one line, which is only to provide the best.
J.C. Penney is one of the nation’s
largest companies that is not dealing in just one kind of a product but it has
a wide variety. It covers almost eight hundred and fifty stores across the
United States of America, it also has dozen of stores in other countries as
well. Along with Puerto Rico, it is one of the powerful e-commerce site,
jcp.com, which is being used to deliver style as well as value for all the
American families who are working hard day and night.
It is a great time of evolution for
J.C. Penney. Their heritage as a departmental store is evolving quickly to meet
all the demands of the 21st century. Evolution is being done for a dynamic
retail environment in which almost all of the personal technologies are
influencing a different kind of decisions behind almost every purchase.
Many people who are living near the
store visit it and purchase their favorite items from the store, in short, the
majority of the sale is still being done in the store. While their online home
page is not less than a store. Many different people buy through their online
website by sitting at home or those who are not living near this store. There
are many of the online shoppers who are finding multiple positive reasons to
visit a J.C. Penney store. Almost there is a ratio of 80 percent of online
orders which are touching the store.
Although, the motive behind the
JCPenney’s mission statement is to deliver the excellent quality of product and
service to its customers but still it needs to put a due effort in stabilizing
its objectives and strengths. Due to these weaknesses, long-term survival is at
the stake and steps must be taken in order to address and combat these issues.
For which aspects like value chain and return profitability must be talked
about more.J.C. Penney is a department store that is a leading destination for
the style and value both. In the last few years, they closed almost 140 chains
due to several different reasons. This is a store that is making something
different from the market and that attracts the customers. Due to their hard
work and unique ideas, they made significant progress in their growth
initiatives from the last two years.
The aim of the JCP is to be first and
foremost for its consumers and to provide customer-oriented retail therapy to
its buyers.
Future of
Organization of strategic audit of jcpenney
Having a look back at 2019, this
department store reported an almost 9% decline in sales. In March, they made a
sudden decision to imminently shutter down almost 27 stores in 13 of the
different states. There is no doubt that the competitors of this department
store, Macy’s and Kohl’s also reported the same slumps in the sale. Later on,
JCP also shared a decision that will be related to the shifting focus
especially on soft goods like clothes. This decision is being taken to meet the
expectations of different customers in a different and better way. Through this
profit, the ratio can be increased as well. JCP is a department store whose
shares have been fallen more than half in number since the spring season.
Christmas is the time of the year when different department stores offer
different sales to attract customers and this time is considered to be the peak
period where owners of different stores or brands can make enough money. There
are many of the investors who don’t even see any kind of gains or profits
applying to the JCP store. Last year it was seen that sales at the departmental
store fell almost 1.3% instead of increasing. So there are huge changes this
year as well that the retailers will have a tough time. The future of the JCP
is bleak and it is very important to take action not just an action but a quick
action.
The ever-present threat to the Amazon website:
The strategy should be done by the
owners of the JCP store which can easily reconnect with the consumers around
the different states who seem to be uninterested towards the mid-tier retail
position, they should counter with the Amazon as it continues to consume the
world. Amazon is even famous around the world and it can make customers
attracted to the products again.
Becoming a penny stock of strategic audit of
jcpenney
JCP is a store that is
trading only under $1 per share and it is considered to be a warning sign for
all those brands or departmental stores who trade under $1 per every share,
still, the penny is not completely in the danger zone of being delisted all of
a sudden. They still have time to make their reports better. NYSE doesn’t start
the delisting process until or unless the stock gets closed under $1 for 30
trading days consecutively.
All this doesn’t mean at
all that the JCP is out of the danger zone and the owners should stop worrying.
This troubled departmental store needs to start showing up the signs opposite
to and proves that yes it can attract customers once again like in the previous
years. This store is under heavy debt and it is exceeding above $4 Billion
while they have a very little amount of money in their bank. So, they must
start generating more cash.
Ulta beauty of strategic audit of
jcpenney
It is the top beauty destination for
many teenage girls. They feel incomplete without having their cosmetics in
their lives. A survey was being done by the Piper between two different brands
which are Ulta and Sephora. 31% of the people chose Sephora while 34% chose
Ulta beauty products. It is shocking as well as bad news for the JCP store as
they are only relying on the Sephora brand with their store to attract the
customers. They need to see the latest demand and choice of customers. This is
a kind of red flag for the JCP store. They need to review different surveys
regularly.
Above mentioned is just one example,
they should not just review the surveys being done on the beauty products but
other different things as well. They have multiple varieties in their
departmental store and they must change or upgrade them according to the choice
as well as the need of the different customers. Sale can only be increased when
customers get attracted to their products.
This is a wakeup call for the staff of
JCP. They need to get active and make more effort. They should try to think
about the different strategies through which they can get the attention of
customers back. This store used to be one of the leading stores in different
states but now they lost all the fame. To regain it, they have to wake up and
start doing their work actively or unfortunately their store will be delisted.
The business opportunities provide a
competitive advantage and it can be considered as a driving force for the
organization. It is important to consider the time and services of J. C. Penney
Company to achieve the goals of the company. In the present situation, the
already existing external environment is allowing the company to grow speedily,
overcome the weaknesses and then neutralize the threats presented to the
company by the environment.
To make the company strategically
stable numerous factors need to be focused upon. The new strategies introduced
will help the company to walk on the steps of success by improving the
financial expectations of the organization. The action items must be recognized
and identified in the case of task ownership and strategic planning. Each
employee must be trained according to the situations prevailing.
The Company can work upon finding new
means of transportation for its goods and products so that it can save its
major chunk of time and money not only for itself but consumers too. Resource
Allocation must be the foremost part of the strategic planning instead of
focusing on the cost’s reductions. This will help the company to reach sky-high
success as it will control the overall picture of the market scenario.
References of Analysis of Organization – Functional
Strategies
Al’Abri, K. .. (2011). The impact of globalization on
education policy of developing countries: Oman as an example. ,. Literacy
Information and Computer Education Journa, 2(4), 491-502.
Albrow, M. E. (2016). The impact of globalization on sociological
concepts: Community, culture and milieu. Innovation:. The European Journal
of Social Science Research, 7(4), 371-389.
Baffour Awuah, G. &. (2011). Impact of globalization: The ability of
less developed countries'(LDCs') firms to cope with opportunities and
challenges. . European Business Review, 23(1), 120-132.
Bergen, M., & al, e. (2002). Competitor Identification and Competitor
Analysis: A Broad-Based Managerial Approach. MANAGERIAL AND DECISION
ECONOMICS, 23, 157–169. doi:10.1002/mde.1059
Bizjournals. com. (2017, 02 27). J.C. Penney has five initiatives to
increase in-store sales, profits. Retrieved from www.bizjournals.com:
https://www.bizjournals.com/dallas/news/2017/02/27/j-c-penney-has-five-initiatives-to-increase-in.html
Brooten, D. Y.-S. (2012). Global considerations in measuring effectiveness
of advanced practice nurses. International Journal of Nursing Studies, 49(7),
906-912.
Businessinsider. com. (2019, 02 28). 'Confusing' pricing and too much
inventory: JCPenney CEO reveals the company's core problems after 4 months on
the job. Retrieved from www.businessinsider.com:
https://www.businessinsider.com/jcpenney-ceo-reveals-the-companys-core-problems-2019-2
Caserighted. com. (2019). Jcpenney Back In Business Harvard Case Study
Solution & Online Case Analysis. Retrieved from caserighted.com:
https://caserighted.com/jcpenney-back-in-business/
Dishman, L. (2012). Why Wal-Mart and J.C. Penney Are Still Struggling.
forbes.
E. Dobbs, M. (2014). . Guidelines for applying Porter's five forces
framework: a set of industry analysis templates. Competitiveness Review, 24(1),
32-45.
Fernfortuniversity. com. (2019). J. C. Penney Company, Inc. PESTEL
& Environment Analysis. Retrieved from fernfortuniversity.com:
http://fernfortuniversity.com/term-papers/pestel/nyse4/2900-j--c--penney-company--inc-.php
Fernfortuniversity. com. (2019). J.C. Penney SWOT Analysis / Matrix.
Retrieved from fernfortuniversity.com:
http://fernfortuniversity.com/term-papers/swot/1433/228-j-c--penney.php
Fridson, M. S., & Alvarez, F. (2011). Financial Statement Analysis:
A Practitioner's Guide. John Wiley & Sons.
Harison, E. (2012). Critical success factors of business intelligence
system implementations: evidence from the energy sector. International Journal
of Enterprise Information Systems (IJEIS, 8(2), 1-13.
Hitt, M. A., Middlemist, R. D., & Mathis, R. L. (1986). Management:
Concepts and Effective Practices. Management .
Ho, J. K. (2014). Formulation of a systemic PEST analysis for strategic
analysis. European academic research, 2(5), 6478-6492.
Huglen, R. &. (2016). Global considerations of aluminium electrolysis
on energy and the environment. In Essential Readings in Light Metals (pp. . Springer,
Cham, 948-955.
Ir. jcpenney. com. (2014). JCPENNEY ANNOUNCES GROWTH INITIATIVES FOR
2015-2017. Retrieved from ir.jcpenney.com:
https://ir.jcpenney.com/news-events/press-releases/detail/457/jcpenney-announces-growth-initiatives-for-2015-2017
Ir. jcpenney. com. (2016, 08 17). JCPENNEY ANNOUNCES STRATEGIC PLANS
FOR PROFITABLE GROWTH BEYOND 2017. Retrieved from ir.jcpenney.com:
https://ir.jcpenney.com/news-events/press-releases/detail/384/jcpenney-announces-strategic-plans-for-profitable-growth
Jcpnewsroom. (2018). JCPenney. Retrieved from
https://www.jcpnewsroom.com/about-company-info.html
Jewitt, C. (2012). Technology, literacy, learning: A multimodal
approach. . Routledge.
Jonathan, B. (2010). Financial Management. Pearson Education India.
Kalpande, S. D. (2010). A SWOT analysis of small and medium scale enterprises
implementing total quality management.,. International Journal of Business,
Management and Social Sciences,, 1(1), 59-64.
Lipset, S. (2018). Social mobility in industrial society. .
Routledge.
Magretta, J. (2011). Understanding Michael Porter: The essential guide
to competition and strategy. . Harvard business press.
Mishra, P. D. (2011). An empirical study on identification of critical
success factors in project based organizations. Global Business and
Management Research, 3(4), 356-368.
Morning Star. (2019). JC Penney Co Inc. Retrieved from
http://financials.morningstar.com/ratios/r.html?t=JCP
O'connor, J. (2010). The cultural and creative industries: a literature
review.. Creativity, Culture and Eduction.
Pahl, N., & Richter, A. (2009). Swot Analysis - Idea, Methodology and
a Practical Approach. GRIN Verlag.
Searsholdings. (2019). About us. Retrieved from
https://searsholdings.com/
Theuvsen, L. H.-B. (2010). Does strategic group membership affect firm
performance? An analysis of the German brewing industry. . German Journal of
Agricultural Economics, 61-76.
Trkman, P. (2010). The critical success factors of business process
management. International journal of information management,,, 30(2),
125-134.
Walmart. (2019). About us. Retrieved from https://www.walmart.com/
Wylie, M. (2018). Wal-Mart is top brick-and-mortar retail stock, J.C.
Penney lagging. bizjournals.