Financial Management, Sonal.docx

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    Student Name: Sonal Bhardwaj Course: MBA

    Registration Number: 1308011363 LC Code: 2971

    Subject Name: Financial Management Subject Code: MB 0045

    Question 1. When a firm follows wealth maximization goal, it achieves maximization of market value

    of a share. Do you agree? Substantiate your arguments.

    Answer. The term wealth means shareholders wealth or the wealth of the persons those who are

    involved in the business concern. Wealth maximization is also known as value maximization or net

    present worth maximization. This objective is a universally accepted concept in the field of business.

    Wealth maximization is possible only when the company pursues policies that would increase the

    market value of shares of the company. It has been accepted by the finance managers as it

    overcomes the limitations of profit maximization. The following arguments are in support of the

    superiority of wealth maximization over profit maximization:

    Wealth maximization is based on the concept of cash flows. Cash flows are a reality and notbased on any subjective interpretation. On the other hand, profit maximization is based on

    accounting profit and it also contains many subjective elements.

    Wealth maximization considers time value of money. Time value of money translates cash

    flow occurring at different periods into a comparable value at zero periods. In this process,

    the quality of cash flow is considered critical in all decision as it incorporates the risk

    associated with the cash flow stream. It finally crystallizes into the rate of return that will

    motivate investors to part with their hard earned savings. Maximizing the wealth of the

    shareholders means positive net present value (the excess of present value of cash inflows of

    any decision over the present value of cash out flow) of the decisions implemented.

    Question 2.

    A) If you deposit Rs. 10000 today in a bank that offers 8% interest, how many years will the

    amount take to double?

    B) What is the future value of a regular annuity of Re. 1.00 earning a rate of 12% interest p.a. for

    5 Years?

    Answer.

    A) One way to answer it is by rule known as rule of 72. This rule states that the period within

    which the amount doubles is obtained by dividing 72 by the rate of interest. Though it is a crude

    way of calculating, this rule is followed by most. So, if the rate of interest is 8%, the doublingperiod is 8/10, that is, 9 year.A much accurate way of calculating doubling period is by using rule

    of 69. By this method, doubling period = 0.35+69/interest rate. So if the rate of interest is 8%

    then doubling period=0.35+69/8%=8.975years.

    B) FVAn = A * FVIFA (12%, 5yrs)

    = 1 * FVIFA (12%, 5y) = 1*6.353 = rs. 6.353

    Question 3. The concept of financial leverage is a significant, as it has direct relation with capital

    structure. Do you agree? If so, substantiate your arguments.

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    Step 3. From the PVIFA table for 4years, the annuity factor very near 2.35 is 25%. Therefore, the first

    initial, rate is 25% as shown in table

    YEAR CASH FLOW PV FACTOR AT 25% PV OF CASH FLOWS1 50,000 0.800 40,0002 50,000 0.640 32,0003 30,000 0.512 15,3604 40,000 0.410 16,400

    Total 1,03,760

    As the initials investments of Rs. 1,00,000 is less than the computed value at 25% of Rs. 1,03, 760,

    the next trial rate is 26%.

    Hence, the changes in the calculations are as shown in table

    YEAR CASH FLOW PV FACTOR AT 26% PV OF CASH FLOWS1 50,000 0.7937 39,6852 50,000 0.6299 31,4953 30,000 0.4999 14,9974 40,000 0.3968 15,872

    Total 1,02,049

    The next trial rate is 27%, the changes are as shown in table

    YEAR CASH FLOW PV FACTOR AT 27% PV OF CASH FLOWS1 50,000 0.7874 39,3702 50,000 0.6200 31,0003 30,000 0.4882 14,6464 40,000 0.3844 15,376

    Total 1,00,392

    The next trial rate is 28%, the changes are as shown in table

    YEAR CASH FLOW PV FACTOR AT 28% PV OF CASH FLOWS1 50,000 0.7813 39,0652 50,000 0.6104 30,5203 30,000 0.4768 14,30474 40,000 0.3725 14,900

    Total 98,789

    Because initial investment of Rs. 1,00,000 lies between 98789 (28%) and 1,00,392 (27%), the IRR byinterpolation is equal to:

    27+1,00,392-1,00,000/1,00,392-98,789*1

    =27+392/1603*1

    =27+0.2445

    =27.2445=27.24%

    Question 5. Below table gives the complete details of sales and costs of the goods produced by XYZ

    ltd for the year 31.03.12.

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    TABLE-SALES AND COSTS PRODUCED BY XYZ Ltd.

    Sales 80,000 InventoryCost of Goods 56,000 31.03.07 9,000

    31.03.08 12,000Accounts Receivables

    31.03.07 12,00031.03.08 16,000

    Accounts Payables31.03.07 7,00031.03.08 10,000

    What is the length of the operating cycle? What is the cash cycle? Assume 365 days in a year.

    Answer. Operating Cycle = Inventory Conversion Period + Accounts Receivables Conversion Period

    From the above formula we need to first calculate the individual conversion periods.

    Inventory conversion period =

    Average Inventory/Annual Cost of goods sold*365 = (9000 + 12000) / 2 / 56000*365

    = 10500*365/56000 = 68.4 days

    Receivables Conversion Period =

    Average Accounts Receivables/Annual Sales*365 = (12000 + 16000)/2*365/80000 = 63.9 days

    Payables Conversion Period

    = Average Accounts Payables/Annual Cost of Goods Sold*365 = (7000 + 10000)/2/56000*365

    = 8500*365/56000 = 55.4 days

    Operating Cycle = ICP + RCP = 68.4 + 63.9 = 132.3days

    Cash Conversion Cycle = OCPDP = 132.355.4 = 76.9 days

    Question 6. Facebook bought WhatsApp on Feb, 19, 2014 for $19 billion. This was split between $4

    billion in cash, $12 billion worth of facebook shares, and $3 billion in restricted stock units to be paid

    in four years. Do you think the market capitalization has played a significant role in pricing the

    valuation. Discuss the Walters model assumptions in this context.

    Answer. Prof. James E. Walter considers that dividend pay-outs are relevant and have a bearing on

    the share prices of the firm. He further states that investment policies of a firm. He further states that

    investment policies of a firm cannot be separated from its dividend policy and both are interlinked.

    The choice of an appropriate dividend policy affects the value of the firm. Walter model clearly

    establishes a relationship between the firms rate of return r and its cost of capital k to give a

    dividend policy that maximizes shareholders wealth. The firm would have the optimum dividend policy

    that enhances the value of the firm.

    Walter model can be studied with the relationship between r and k.

    If r>k, the firms earnings can be retained, as the firm has better and profitable investment

    opportunities and the firm can earn more than what the shareholders could earn by re-

    investing, if earnings are distributed. Firms which have r>k are called growth firms and such

    firms should have zero payout ratio.

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    If r

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