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Question # 1:
(Marks: 08)

Mr Ahmad, the director of Supreme Textile Limited, is deciding to install a new plant for fiber
spinning. Mr Ahmad has a choice to install a plant that will transform the raw cotton into yarn,
project costs Rs 2,000,000/- and will generate revenue of Rs 550,000 for the next five years.
Assume the company’s discount rate/cost of borrowing is 9%.
Calculate IRR for above project by using trial and error method.

Question # 2:
(Marks: 08)
Find the present value of a coupon bond, having face value Rs 1000/-, coupon rate of 12.5% per
annum with 7 years maturity. During current economic conditions the investor’s required rate
of return is 5%.
Requirement: Calculate Present value of Coupon Bond.

Question # 3
(Marks: 04)
Prevailing interest rate in the country is 14%, if expected inflation rate is 11% calculate the real
interest rate by using fisher equation.

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Please Discuss here about this assignment.Thanks

Dear feiends:

mgt-411 assignment here,pls don’t copy paste its just an idea,make by ur own,for further discussion

:

lucky.jan077@gmail.com 

 

Please Discuss here about this assignment.Thanks

Attachments:
GUd lucky keep it up 
See the attached file for MGT411 Complete Solution Spring 2011
Attachments:
See the attached file for one more idea solution of MGT411
Attachments:
another idea solution of MGT411
Attachments:
one more idea solution
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Solution 1 
Assume the company’s discount rate/cost of borrowing is 9%. 
Calculate IRR for above project by using trial and error method. 
The IRR is calculated by a trial and error process 
1. The NPV is calculated using discount rate r. 
2. If the NPV is close to zero then r is the IRR. 
3. If the NPV is positive r is increased. 
4. If the NPV is negative r is decreased. 
First we calculate the NPV using the discount rate which is 9% given in question 
NPV = CF0 + CF1/ (1+r) + CF2/ (1+r) 2 + CF3/ (1+r) 3 +CF4/ (1+r) 4 + CF5/ (1+r) 5 
0= -2000000+550000/ (1.09) +550000(1.09)2+550000(1.09) 3 +550000(1.09)4 +550000(1.09)5 
0= -2000000+504587+462924+424700+389633+357462 
0= 139306 
It is Positive so we increased our r 9% to 12% and use 12% instead of 9% 
NPV = CF0 + CF1/(1+r) + CF2/(1+r)2 + CF3/(1+r)3 +CF4/(1+r)4 + CF5/(1+r)5 
0= -2000000+550000/ (1.12) +550000(1.12)2+550000(1.12) 3 +550000(1.12)4 +550000(1.12)5 
0= -2000000+491071+438456+391479+349534+312085 
0= -17375 

Now it is Negative so we decrease rate. Let’s try 11.648 
NPV = CF0 + CF1/(1+r) + CF2/(1+r)2 + CF3/(1+r)3 +CF4/(1+r)4 + CF5/(1+r)5 
0= -2000000+550000/ (1.11648) +550000(1.11648)2+550000(1.11648) 3 +550000(1.11648)4 +550000(1.648)5 
0= -2000000+492620+441226+395193+353964+317035 
0= -2000000+2000038 
This rate is NEARLY suitable at IRR 11.648 
So IRR is 11.648 
Solution 2 
PV of Coupon Bond =C [(1-(1/1+i) n)/i] +m/(1+i)n 
C= Coupon payment 
I= Rate of return = 5% 
M= Face value =1000 
N= periods = 7 years 
C= = Coupon Rate* Face value 
= 12.5%*1000=125 
Now putting value in Formula 
PV of Coupon Bond =125[(1-(1/1+.05)7)/.05]+1000/(1+.05)7 
PV of Coupon Bond =125[(1-(1/1.4071)/.05]+1000/1.4071 
PV of Coupon Bond =125[(1-.7107)/.05] +711 
PV of Coupon Bond =125[0.2893/.05] +711 
PV of Coupon Bond =125[5.786]+711 
PV of Coupon Bond = 723+711 
PV of Coupon Bond =1434.25 

Solution 3 

interest rate by using fisher equation. 

R=14%-11% 
R=3%

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