Thursday, 7 January 2021

Business Financial Plan for 7 Digital PLC


 

 

 

Business Financial Plan for 7 Digital PLC 

 


 

 

 

 

 


 

 

 

 


 

Table of Contents 

 

 

 

 

 

 

 

 

 

 

Executive Summery 

7 digital group is a business to business music and radio services company. This company wants to build up their capital. For that reason, they are evaluating alternative of Debt & Equity. So, the company wants to evaluate different method to value share price. Revenue has decreased from 2018 to 2019. It is a negative sign for company. Right financial structure will retrieve the company financial position. Company is grey zone during the year of 2017, 2018, 2019. But the company is going to distress according to Altman standard Z score in 2019. This is also a major concern. Because investors are reluctant to provide fund this companies. So, the challenge must be meet to finance of the company. We will evaluate alternatives to meet the challenge. 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Introduction 

Purpose: 

The purpose of this report is to find the best possible alternative for financing decision making of debt & Equity. It is in such way that the company & its stakeholders can benefitted from financing 

Method of Investigation: 

  1. Financial & Business Risk Analysis 

  1. Altman z score 

  1. Ratio calculation 

  1. Forecasting income statement & Balance Sheet 

  1. WACC calculation 

  1. FCFF calculation 

  1. Share price determination 

  1. Get the results 

Scope: 

The scope of working on this area has been limited because we have to work on secondary data that is available. If first hand data is available then it may be easier to make the accurate report. 

 

 

 

 

 

 

 

 

 

  1. Music industry overview 

Music industry is moderately large in size. Top 5 top companies capture around 38% market share in the industry. Competition is pretty high in this industry. To compete in this industry, sound capital structure is must. 

  1. Music Industry 

Music industry, especially service-based music industry is quite large in size. To compete in this industry sound financial structure is needed. So, we will review financial structure to get the best possible results. 

  1. Comparative market cap of Music Industry 

Company 

Market cap 

Employees 

Media holding PAO 

1.15m 

2 

Tele vista SA 

3.55m 

14 

Grand Vision Media Holdings PLC 

3.85m 

-- 

4fun Media SA 

4.00m 

4 

Tele typos S.A. 

5.32m 

475 

7Digital Group PLC 

5.40m 

147 

Catalyst Media Group plc 

11.25m 

0 

OTT One Nyrt 

16.85m 

-- 

Impresa Sociedad Gast D Prtcps Socsl SA 

20.76m 

900 

 

Here we can find the market cap of the peer industry of 7 digital group PLC. Market cap of 7 life digital is comparatively lower than other industries. Number of employees is at acceptable level. 

  1. Company overview (7 Digital group PLC) 

7digital Group plc, previously UBC Media Group plc, is a business-to-business digital music and radio facilities company. The Company is tangled in providing technical infrastructure and musical rights used to generate music streaming and radio services for a variety of clientsincluding consumer brands, mobile operators, broadcasters, automotive systems, automotive systems, record labels, artists and retailers. It has net loss of -2571 million in 2017. 

 

 

 

  1. Company risk overview 

Every company has risk. Company has to measure risk to plan for future. We will look inside both business risk and financial risk. 

  1. Financial Risk 

 

Financial Risk 

Particulars 

Historical Years (Euro in mn)  

2014 

2015 

2017 

2018 

2019 

EPS 

1.83 

1.05 

0.24 

0.5 

-0.31 

Change in EPS 

 

-42.62% 

-77.14% 

108.33% 

-162.00% 

EBIT 

8029 

4972 

1227 

2071 

-1096 

Change in EBIT 

 

-38.07% 

-75.32% 

68.79% 

-152.92% 

Degree of Financial Leverage 

 

1.12 

1.02 

1.57 

1.06 

 

DFL (Degree of Financial Leverage) is shown here. DFL trend is downward from 2018 to 2019But the degree of financial leverage is high in 2018. It becomes lower in 2019. It means company is going in better position. 

3.2 Business Risk 

 

Business Risk 

Particulars 

Historical Years (Euro in mn)  

2015 

2016 

2017 

2018 

2019 

Revenue 

51058 

50710 

40984 

42446 

38659 

Mean of Revenue 

44771.40 

SD of Revenue 

5742.42 

Revenue Variability (CV) 

0.1283 

 

From the sales data we can see that standard deviation of revenue is 5742.42. Revenue has decreased from 2018 to 2019. Revenue variability is (CV) is lower that means company is in better position regarding risk return trade off. But standard deviation is very high regarding to revenue. 

EBIT 

8029 

4972 

1227 

2071 

-1096 

Mean of EBIT 

3040.60 

SD of EBIT 

3533.95 

EBIT Variability (CV) 

1.1623 

 

EBIT variation is high of the company according to co variance. Though there is sign of improvement. Company has to focus in this area to reduce this variability. 

 

EBIT 

8029 

4972 

1227 

2071 

-1096 

Change in EBIT 

 

-38.07% 

-75.32% 

68.79% 

-152.92% 

Revenue 

51058 

50710 

40984 

42446 

38659 

Change in Revenue 

 

-0.68% 

-19.18% 

3.57% 

-8.92% 

Degree of Operating Leverage 

 

55.86 

3.93 

19.28 

17.14 

 

 

Degree of operating leverage is calculated using change in EBIT and change of Revenue. We can see that revenue will change around 17.4% in response to sales. That is quite lower than other industries. A great amount of focus must be given in this area. 

 

  1. Altman Z score 

 

A 

0.27 

0.10 

0.24 

0.25 

0.22 

B 

0.19 

0.10 

0.02 

0.05 

-0.03 

C 

0.21 

0.13 

0.03 

0.05 

-0.03 

D 

0.86 

0.72 

0.70 

0.71 

0.62 

E 

1.36 

1.28 

1.15 

1.08 

1.07 

 

 

 

 

 

 

Z-Score 

3.17 

2.39 

2.00 

2.05 

1.56 

 

 

Z score shows the financial ability of the company to recover from bankruptcy.Altman Z score also measures financial position of the company. If the z score is less than 1.8, that means company is heading towards bankruptcy. Company is grey zone during the year of 2014, 2015, 2016. But the company is going to distress according to Altman standard Z score. 

 

 

  1. Ratio Calculation 

 

Liquidity Ratios 

2015 

2016 

2017 

2018 

2019 

Current ratio 

1.55 

1.55 

1.46 

1.43 

1.38 

Quick Ratio 

0.58 

0.70 

0.62 

0.68 

0.70 

Cash as % of Total Asset 

0.25 

0.31 

0.30 

0.34 

0.37 

 

 

 

 

 

 

Profitability Ratios 

2015 

2016 

2017 

2018 

2019 

Gross Profit Margin 

32.36% 

30.20% 

29.28% 

27.53% 

25.99% 

Operating Profit Margin 

2.99% 

4.88% 

-2.84% 

-4.15% 

-7.06% 

Net Profit Margin 

2.17% 

4.36% 

-3.01% 

-4.01% 

-6.60% 

Basic Earnings Power Ratio 

3.43% 

5.29% 

-3.03% 

-4.56% 

-7.79% 

Return on Total Assets (ROA) 

2.49% 

4.73% 

-3.22% 

-4.37% 

-7.23% 

Return on Equity (ROE) 

6.04% 

11.40% 

-8.36% 

-11.38% 

-18.58% 

Earnings Per Share 

0.24 

0.5 

-0.31 

-0.41 

-0.68 

 

 

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 

 

 

 

 

 

Solvency/Leverage 

2015 

2016 

2017 

2018 

2019 

Long term debt ratio 

0.12 

0.11 

0.11 

0.10 

0.09 

Debt-to-Equity 

0.59 

0.59 

0.62 

0.62 

0.64 

Equity Multiplier 

2.42 

2.41 

2.60 

2.66 

2.75 

Interest Coverage Ratio 

4.63 

7.27 

-10.75 

-14.99 

-28.41 

 

 

 

 

 

 

Efficiency Ratios 

2015 

2016 

2017 

2018 

2019 

Total Asset Turnover 

1.15 

1.08 

1.07 

1.02 

0.98 

Fixed asset turnover 

4.12 

4.40 

4.78 

5.09 

5.42 

Interest Burden Ratio 

0.78 

0.86 

1.09 

1.22 

1.38 

Tax Burden ratio 

0.93 

1.04 

0.97 

1.02 

1.05 

 

From the liquidity ratio analysis, we can see that company is in moderate liquidity position. Current ratio and cash ratio both decrease slightly from 2018 to 2019. 

From solvency ratio we can see that debt to equity ratio decreased slightly from 2018 to 2019It decreases interest burden also. But it decreases the benefit of tax shield. Because higher debt to equity ratio, higher the tax shield. Company takes the benefit of reduced tax burden. 

 Return on asset (ROE) is -7.23% on investment. This shows bad position. It indicates how effectively company management is using asset to generate a positive return from investment on shareholders equity. 

Fixed asset turnover ratio is 5.42This means that fixed assets are turning 5.42 times to produce revenue. Higher the ratio, higher the return on asset. This is ratio is moderate regarding criteria. 

Years 

2015 

2016 

2017 

2018 

2019 

Net Profit Margin 

0.1411 

0.0195 

0.0217 

0.0436 

-0.0301 

 

 

 

 

 

 

Total Asset Turnover 

1.3580 

1.2811 

1.1468 

1.0849 

1.0678 

 

 

 

 

 

 

ROA 

0.1916 

0.0250 

0.0249 

0.0473 

-0.0322 

 

 

 

 

 

 

Financial Leverage 

2.1686 

2.3975 

2.4231 

2.4104 

2.6017 

 

 

 

 

 

 

ROE 

41.56% 

5.98% 

6.04% 

11.40% 

-8.36% 

 

Du Pont analysis is to evaluate component part of ROE. Profit margin has decreased slightly from 2018 to 2019. Bur it led towards negative in 2019 

ROA (return on asset) is also negative. That means management has failed to utilize the asset to generate revenue. 

 

  1. ATO calculation 

Particular 

(in mn 

2015 

2016 

2017 

2018 

2019 

Operating Assets (OA)  

37599 

38582 

35738 

39123 

36205 

Operating Liabilities (OL)  

18987 

17696 

15541 

17166 

16485 

Net Operating Assets (NOA) 

18612 

20886 

20197 

21957 

19720 

Change in NOA 

 

2274 

-689 

1760 

-2237 

Total Stockholder's Equity 

17338 

16510 

14749 

16231 

13916 

Financial Assets (FA)  

0 

0 

0 

0 

0 

Financial Liabilities (FL)  

1274 

5376 

5448 

5726 

5804 

Net Financial Obligations (NFO)  

-1274 

-5376 

-5448 

-5726 

-5804 

 

 

 

 

 

 

ATO  

 

2.7246 

1.9623 

2.1016 

1.7607 

Average ATO  

 

 

 

 

2.1373 

 

We can see that net financial obligation is negative from year to year. Average ATO is 2.1373. That is quite good.  

  1. WACC & cost of equity calculation 

Risk-free Rate 

4.00% 

 

Cost of debt 

9.00% 

Risk Premium (Baa Rated) 

2.00% 

 

Tax rate 

25% 

Beta 

1.6 

 

After tax Cost of Debt 

6.75% 

Adjusted Beta 

1.40 

 

D/E Ratio (Average) 

 

Business Risk 

1.0% 

 

Weight of Equity 

4.00 

Financial Risk 

2.0% 

 

Weight of Debt 

6.00 

Cost of Equity 

9.80% 

 

WACC 

79.72% 

 

Here we can see that cost of equity of 7 digital company is 9.80%. That is higher than cost of debt of 9%. 

Company has higher debt and lower equity ratio. We can see that weighted average cost of capital is 79.72%. Debt reduces cost because of tax shield.  

  1. DDM method (Share price calculation) 

 

Particulars  

Time 0 (2019) 

Projected Years   

2020 

2021 

2022 

2022 

2023 

SGR 

 

-6.30% 

-6.30% 

-6.30% 

-6.30% 

-6.30% 

Net Sales 

38659 

36221.95 

33938.52 

31799.05 

29794.44 

27916.20749 

NPM  

 

2.16% 

2.16% 

2.16% 

2.16% 

2.16% 

Net Profit  

 

781.7969 

732.5126 

686.3351 

643.0687 

602.5298389 

DPR  

 

52.52% 

52.52% 

52.52% 

52.52% 

52.52% 

Dividend 

 

410.5918 

384.7082 

360.4563 

337.7332 

316.442578 

Cost of Equity 

 

9.80% 

9.80% 

9.80% 

9.80% 

9.80% 

Year  

 

1 

2 

3 

4 

5 

PV of discount factor  

 

     0.9107  

     0.8294  

     0.7553  

     0.6879  

            0.6265  

PV of dividend 

 

     373.93  

     319.08  

     272.27  

     232.33  

            198.25  

Summation of PV of dividend 

       1,395.85  

 

 

 

 

 

Terminal growth rate  

 

 

 

 

 

13% 

Continuing value  

 

 

 

 

 

        2,750.00  

PV of terminal value  

2750 

 

 

 

 

 

Equity value  

       4,145.85  

 

 

 

 

 

Less: Cost of Financial Distress 

 

 

 

 

 

 

Real Equity value  

       4,145.85  

 

 

 

 

 

Number of shares outstanding  

3710 

 

 

 

 

 

Value per share  

      1.12  

 

 

 

 

 

 

According to DDM model share price is higher than current stock price, that means share is undervalued. So, there is scope of improvement & the shareholders can benefit long time from this company. 

 

  1. Share price using FCFE (Free cash flow to equity approach) 

Particulars  

Time 0 (2019) 

Projected Years   

2020 

2021 

2022 

2022 

2023 

SGR 

 

-6.30% 

-6.30% 

-6.30% 

-6.30% 

-6.30% 

Sales  

38659 

36221.9 

33938.5 

31799 

29794.4 

27916.2 

OPM  

 

6.59% 

6.59% 

6.59% 

6.59% 

6.59% 

Operating income  

 

2386.50 

2236.05 

2095.09 

1963.02 

1839.27 

ATO  

 

2.1373 

2.1373 

2.1373 

2.1373 

2.1373 

NOA 

19720 

16947.7 

15879.3 

14878.3 

13940.3 

13061.5 

Change in NOA 

 

-2772.3 

-1068.4 

-1001 

-937.92 

-878.8 

FCF 

 

5158.82 

3304.43 

3096.12 

2900.94 

2718.07 

WACC 

 

79.72% 

79.72% 

79.72% 

79.72% 

79.72% 

Year  

 

1 

2 

3 

4 

5 

PV of discount factor  

 

0.5564 

0.3096 

0.1723 

0.0959 

0.0533 

PV of FCF  

 

2870.54 

1023.11 

533.405 

278.094 

144.986 

Summation of PV of FCF 

4850.13877 

 

 

 

 

 

Terminal growth rate  

 

 

 

 

 

 

Continuing value  

 

 

 

 

 

181.878 

PV of terminal value  

10 

 

 

 

 

 

Enterprise Value 

4860 

 

 

 

 

 

Less: Interest Bearing Debt 

5321 

 

 

 

 

 

Add: Cash & Cash Equivalent 

10902 

 

 

 

 

 

Equity value  

10441 

 

 

 

 

 

Less: Cost of Financial Distress 

 

 

 

 

 

 

Real Equity value  

10440.84 

 

 

 

 

 

Number of shares outstanding  

3710 

 

 

 

 

 

Value per share  

2.81 

 

 

 

 

 

 

FCFF is free cash flow that is used to paid out dividends. If we retain this amount we have share price of 2.81. that means free cash flow retention is increasing the share price. 

 

  1. Issuing of long term debt  

Particulars 

 

Projected Years  

2019 

2020 

2021 

2022 

2023 

2024 

Sales 

 

36221.95 

33938.52 

31799.05 

29794.44 

27916.21 

OPM 

 

6.59% 

6.59% 

6.59% 

6.59% 

6.59% 

Operating Profit 

 

2386.50 

2236.05 

2095.09 

1963.02 

1839.27 

Share of Results of Associated Companies 

-23 

-30.10 

-40.78 

-64.37 

-76.01 

-88.94 

EBIT 

 

2356.40 

2195.27 

2030.72 

1887.01 

1750.33 

Less: Financial Income and Expenses 

-102 

-151.02 

-200.04 

-249.06 

-298.08 

-347.1 

EBT 

 

2205.38 

1995.23 

1781.66 

1588.93 

1403.23 

Less: Tax (25%) 

 

551.34 

498.81 

445.41 

397.23 

350.81 

Add: Minority Interest 

324 

140.00 

100.00 

-88.30 

-227.84 

-350.02 

Net Profit 

 

1794.03 

1596.42 

1247.94 

963.86 

702.40 

Add: Depreciation & Amortization 

 

1550 

1256 

700 

700 

700 

Working Capital 

8011 

 

 

 

 

 

Less:  Changes in Working Capital 

-1594 

2097.50 

-854.50 

-395.75 

-26.00 

-1272.63 

Less: Capital Expenditure 

 

700 

700 

700 

700 

700 

Add: Net Borrowings 

 

4300 

4300 

4300 

4300 

4300 

FCFE 

 

4846.53 

7306.92 

5943.69 

5289.86 

6275.02 

Cost of Equity 

 

9.80% 

9.80% 

9.80% 

9.80% 

9.80% 

Year  

 

1 

2 

3 

4 

5 

PV of discount factor  

 

0.9107 

0.8294 

0.7553 

0.6879 

0.6265 

PV of FCFE 

 

4413.80 

6060.36 

4489.54 

3638.91 

3931.20 

Summation of PV of FCFE 

22533.81 

 

 

 

 

 

Terminal growth rate  

 

 

 

 

 

 

Continuing value  

 

 

 

 

 

40097.87 

PV of terminal value  

25120.6302 

 

 

 

 

 

Equity Value 

47654.44 

 

 

 

 

 

Less: Cost of Financial Distress 

 

 

 

 

 

 

Real Equity Value 

47654.44 

 

 

 

 

 

Number of Outstanding Shares 

3710 

 

 

 

 

 

Value Per Share 

12.84 

 

 

 

 

 

 

If the company issue long term debt of 4300 million than the value per share will be 12.84. which is higher than any other financial instrument.  

 

 

 

 

 

 

 

 

  1. Summary of Findings 

Method 

Share price 

DDM 

1.12 

FCFE 

2.81 

LTD 

12.84 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  1. Conclusion 

From the above analysis we can see that issuing long term debt is giving the highest share price. But we cannot use that because of company bad financial position that we have seen from Altman Z score. Investors may not agree to invest in this company. So, we can use free cash flow to finance the firm needs. That will give the share price of 2.81. This will improve the share price and ultimately investors will be benefitted. 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  1. References 

7 Digital Group PLC(2013, 14). Final Results for the year ended 31 August 2013.[online] Available At: https://www.7digital.com/wp-content/uploads/2020/01/7digital-Group-plc-2014-12-31-FINAL.pdf  

7 Digital Group (2015,16,17,18,19). Final Results for the year ended 31 August 2015 & 2016.[online] Available at: https://www.7digital.com/reports/  

AIM (2019). 7 Digital Life Plc FUNDAMENTALS. https://www.londonstockexchange.com/raise-finance/equity/aim  

https://investopedia.com/resources/  

KR Subramanyam ,( 2014). Financial Statement Analysis, 11e, emphasizes effective business analysis and decision  
making by analysts, investors. 

CH Gibson, PA Frishkoff ,(1989) Accounting Principles and Guidelines Accounting Coach Financial Statement Analysis: Using  
Financial Accounting Information 

 

 

 

 

 

 

 

 

  1. Appendices 

  1. Base income Statement 

Particulars 

Historical Years (in mn)  

2015 

2016 

2017 

2018 

2019 

Net Sales 

51058 

50710 

40984 

42446 

38659 

Less: Cost of Sales 

33754 

33337 

27720 

29629 

27340 

Less: Operating Expenses 

11207 

11632 

10987 

10855 

10524 

R & D Expenses 

5647 

5968 

5909 

5863 

5612 

Selling & Marketing Expenses 

4380 

4380 

3933 

3877 

3791 

Administrative Expenses 

1180 

1284 

1145 

1115 

1121 

Core Operating Profit 

6097 

5741 

2277 

1962 

795 

Add: Other Income 

2312 

420 

848 

476 

221 

Less: Other Expenses 

424 

1195 

908 

368 

2089 

Operating Profit 

7985 

4966 

2217 

2070 

-1073 

Net Financial Expense/(Income) 

-239 

2 

265 

285 

102 

Share of results of associated companies 

44 

6 

30 

1 

-23 

Minority Interest 

459 

99 

631 

507 

324 

Tax Reported 

1522 

1081 

702 

443 

290 

Tax Savings/(Dissavings)-Financial Activity 

-59.75 

0.5 

66.25 

71.25 

25.5 

Tax-Operating Activity 

1462.25 

1081.5 

768.25 

514.25 

315.5 

After-tax Operating Income 

7025.75 

3989.5 

2109.75 

2063.75 

-1087.5 

Less: Dividend 

2083.96 

1512 

1488.4 

1485.2 

1484 

Transfer to Reserve / Net Profit 

4941.79 

2477.5 

621.35 

578.55 

-2571.5 

 

 

 

  1. Base Balance Sheet 

Particulars 

Historical Years (in mn)  

2015 

2016 

2017 

2018 

2019 

Operating Assets 

 

 

 

 

 

Cash and Short-term Investments 

11753 

6820 

8873 

12275 

10902 

A/R 

11200 

9444 

7981 

7570 

7181 

Inventories 

2876 

2533 

1865 

2523 

2330 

Prepaid Expenses 

3465 

5673 

4894 

4777 

5042 

PPE 

1912 

2090 

1867 

1954 

1842 

Goodwill 

1384 

6257 

5171 

5723 

4838 

Other Assets 

2736 

4157 

2905 

1968 

1406 

Deferred Income Taxes 

2273 

1608 

2182 

2333 

2664 

Total Assets 

37599 

38582 

35738 

39123 

36205 

Operating Liabilities 

18987 

17696 

15541 

17166 

16485 

A/P 

7074 

5225 

4950 

6101 

5532 

Accrued Expenses 

7114 

7023 

6504 

7365 

7450 

Provisions 

3717 

3592 

2718 

2590 

2627 

Deferred Tax Liabilities 

1082 

1856 

1369 

1110 

876 

Financial Liabilities 

1274 

5376 

5448 

5726 

5804 

Long-term Debt 

203 

861 

4432 

4242 

3969 

Short-term Debt 

1071 

3591 

771 

1037 

1352 

Other Financial Liabilities 

0 

924 

245 

447 

483 

Total Liabilities 

20261 

23072 

20989 

22892 

22289 

Stockholder's Equity 

 

 

 

 

 

Share Capital 

246 

246 

246 

246 

246 

Share Premium 

644 

442 

279 

312 

362 

Treasury Shares 

-3146 

-1881 

-681 

-663 

-644 

R/E 

13870 

11692 

10132 

10500 

7836 

Cumulative Translation Adjustments 

3159 

3709 

3112 

3989 

4073 

Minority Interest 

2565 

2302 

1661 

1847 

2043 

Total Stockholder's Equity 

17338 

16510 

14749 

16231 

13916 

Total Liabilities & Stockholder's Equity 

37599 

39582 

35738 

39123 

36205 

 

 

 

 

 

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