MGT201
Assignment 3 Solution

Solution:

Question
1: Calculation of Fair Price Each Stock for Textile

Sector Textile

Stock

Beta

Required Investment

Market Price

Dividend(Current Year)

A

1.5

25000

35

RS 5 @ 10% GROWTH

B

1

25000

29

RS 6 @ 8% GROWTH

C

2

25000

40

RS 10 @ 5% GROWTH

Note:
Risk Free Rate 15% and Market Rate is 25%

Question
1:Calculation of Fair Prices:

Stock
A:

P* =
DIV1/[rRF+(rM– rRF)A)-g

Here
DIV = RS 5 for stock A

Risk
Free Rate = 15%

Market
Rate = 25%

Growth
Rate of Dividend Constant = 10%

Beta
of Stock A = 1.5

P* =
5/[15%+(25%-15%)1.5)-10%]

P* =
5/(40%-15%)1.5)-10%

P* =
5/27.5%

P* = 18.18

Fair
Price for Stock B:

P* =
DIV1/[rRF+(rM– rRF)A)-g

P* =
6/[(15%+(25%-15%)1)-8%]

P* =
6/[(15%+25%-15%)1)-8%]

P* =
6/17%

P* = 35.29

Fair
Price for Stock C:

P* =
DIV1/[rRF+(rM– rRF)A)-g

P* =
10/[(15%+(25%-15%)2)-5%]

P* =
10/[(15%+25%-15%)2)-5%]

P* =
10/45%

P* = 22.22

Question
2: Stock is Over Valued or Under Valued with Reason

Solution:

Stock

Overvalued or Under Valued

Reason

A

Over Valued

Market Speculators Has Overvalued the Stock

B

Under Valued

Due to Macro View of the Economy is poor

C

Over Valued

Market Speculators Has Overvalued the Stock

Question
3:

Solution:

Sectors

Stocks

Required Investment

Textile Sector

B

25000

Chemical Sector

L

30000

Food Sector

K

45000

Note: Decision
for Investment

In Textile Sector we will
choose Investment for Stock B because Stock B is better than other Two stock A
,C. Stock A,C is over valued and its not better to invest so  the stock B is under Valued and its better to
Invest in that Stock

Question
4: Calculation of Stock Portfolio Beta

Solution:

Sectors

Stocks

Beta

Required Investment

Textile Sector

B

1

25,000.00

Chemical Sector

L

1.5

30,000.00

Food Sector

K

1

45,000.00

100,000.00

Portfolio
Beta = XB βB + XL βL+ XK βK

Portfolio
Beta = 25000/100000*1+30000/100000*1.5+45000/100000*1

Portfolio
Beta = 0.25+0.45+0.45

Portfolio
Beta = 1.15

Question
5: Calculation of ROR if Risk free Rate of Return will decrease to 10% all other
things remain same

Solution:r

rA
= rRF+(rM– rRF) βA

rA
= 10%+(25%-10%)1.5

rA
= 32.5%

rB
= rRF+(rM– rRF) βB

rB
= 10%+(25%-10%)1

rB
= 25%

rC
= rRF+(rM– rRF) βC

rC
= 10%+(25%-10%)2

rC
= 40%

Conclusion:

In
above calculation for ROR in Textile Sectors we conclude that Stock C having
ROR is higher than Stock A, B because Beta of Stock C is more riskier than
other two stocks so the investor will not invest in stock C

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