The ABC Company issued a 4 year maturity 12 % coupon bond with a total nominal value of 2.000.000 ₺. The bonds were sold at 10 % discount, and the flotation expenses amounted to 8% of the total nominal value. Corporate income tax rate is equal to 20 %. Compute the cost of this bond issue when the principal is paid a) at the end of the maturity, and, b) in equal instalments.  i have this example in University for practice but I can’t understand this part from where this number coming 192.000

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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The ABC Company issued a 4 year maturity 12 % coupon bond with a total nominal value of 2.000.000 ₺. The bonds were sold at 10 % discount, and the flotation expenses amounted to 8% of the total nominal value. Corporate income tax rate is equal to 20 %. Compute the cost of this bond issue when the principal is paid

a) at the end of the maturity, and,

b) in equal instalments. 

i have this example in University for practice but I can’t understand this part from where this number coming 192.000

SOLUTION
Net Proceeds from the issue
Sales Value
= 2 000 000 x (1 - 0.10 )= 1 800 000
%3D
Floatation Costs = 2 000 000 x 0.08 =
(160 000)
%3D
Net Cash Inflow into the firm
1 640 000
a )Cost of the bond when the principal paid at the end of the maturity
192.000
192.000
192.000
2.192.000
1.640.000 =
+
+
(1+k)!
(1+k,)? (1+k³
(1+k)*
Principal Total Cash
Payments Outflows
Interest
Principal
(1 - T)(F)
n
12%
1
2.000.000
240.000
192.000
192.000
2
2.000.000
240.000
192.000
192.000
3
2.000.000
240.000
192.000
192.000
4
2.000.000
240.000
192.000
2.000.000 2.192.00
Transcribed Image Text:SOLUTION Net Proceeds from the issue Sales Value = 2 000 000 x (1 - 0.10 )= 1 800 000 %3D Floatation Costs = 2 000 000 x 0.08 = (160 000) %3D Net Cash Inflow into the firm 1 640 000 a )Cost of the bond when the principal paid at the end of the maturity 192.000 192.000 192.000 2.192.000 1.640.000 = + + (1+k)! (1+k,)? (1+k³ (1+k)* Principal Total Cash Payments Outflows Interest Principal (1 - T)(F) n 12% 1 2.000.000 240.000 192.000 192.000 2 2.000.000 240.000 192.000 192.000 3 2.000.000 240.000 192.000 192.000 4 2.000.000 240.000 192.000 2.000.000 2.192.00
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