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FINANCIAL REVIEW OF SOUTHERN TEXTILES
Po= Div1/ (r-g)
Div1 = 1.5
g= 9%
Po= 30
Kd= r=(Div1/ Po)+g= 14.00%
We= weightage of equity= 0.6
Wd= weightage of equity= 0.4
Kd= Cost of debt= 11.00%
Ke= Cost of equity= 14.00% (calculated above)
T= Tax rate= 34%
The initial weighted average cost of Capital
=We Ke + Wd Kd (1-T)= 11.304%
Retained earnings= $15 million
We= 0.6
Total capital= $25 million =15/0.6
Po= Div1/ (r-g)
Div1 = 1.5
g= 9%
Po= 27 =30-3 since underwriting costs are $3
Kd= r=(Div1/ Po)+g= 14.56%
We= weightage of equity= 0.6
Wd= weightage of equity= 0.4
Kd= Cost of debt= 13.00% since the first $20 million of bounds could be sold to yield 13%.
Ke= Cost of equity= 14.56% (calculated above)
T= Tax rate= 34%
the initial weighted average cost of Capital
=We Ke + Wd Kd (1-T)= 12.165%
First, $20 million of bounds could be sold to yield 13%.
Debt= 20 million
Wd= 0.4
Total additional capital= $50 million =20/0.4
After the size of capital reaches $75 million there is a change in the cost of debt
=25+50 (25 with the retained earnings)
The cost of debt has not been given after $20 million in the problem
So exact marginal cost of capital cannot be calculated
However, for additional debt cost of debt would rise from 13%
Hence the marginal cost of capital would be more than 12.165% calculated in c
Project A will increase the firm's processed yarn capacity and has an expected return of 15% after taxes.
Project B will increase the capacity for woven fabrics and carries a return of 13.5%.
Project C, a venture into synthetic fibers, is expected to earn 11.2% and
Project D, an investment into dye and textile chemicals, is expected to show a 10.5 % return.
Project A 15% 25 million
Project B 13.50% 25 million
Project C 11.20% 25 million
Project D 10.50% 25 million
100
Projects C and D yield lower rates of return than 11.304%. Hence they should not be taken up Investment budget should be for
Projects A and B= 25+25=50 million